ࡱ>  mofghijklg RbjbjVV<r<r<"'  nnnnn8<*#<&("H(H(H(|)j*\*0r't't't't't't'$-0\'!n;|)|);;'nnH(H(4*|||;anH(nH(r'|;r'|| XH( EmuJ.J0Nb^'*0*N0z 00n|*0 |4<7***''D8****;;;;0********* , 4: pef[N~f[yUxXxvzuW{QeHh2018t^O NNNx070100 N0W{Qvh :N^YebTsNS0bTNLu0bT*gegvvh W{Q>yO;NIN^NNvؚB\!kN蕺NMb Bl^(upef[NNvUxXxvzu ^wQ gNb[vpef[tW@xTW,gpef[ }{Q ^|~0Wcc,gNNW,gt0W,gxvzelTb] ^wQ g:_vf[/glRTo}YvVOS\O|^y ^wQYReaƋTrzyxR ^募q~ccNY wQ gYeDeT(uYeQ\OevR ^wQ gq~0WO(u{:gۏLyf[{NSPRNTQgNNDevR _eP^ _Mb|QY0 N0W{Qe_Nf[`Nt^P 1W{Qe_ Ǒ(u[^c[:N;N [^Nc[\~ƖSOW{Qv~Tv!j_ ǏXc0Ns0N[f[0xvz0SRf[/gbJTO I{W{Qe_ Of[ub:N gf[`Nyg'`0;NR'`TR '`vؚB\!kN蕺NMb0 2f[`Nt^P ,gNNvUxXxvzuf[6R:N Nt^0 N0xvzeT W@xpef[ {pef[ isNpet~ ^(upef[ Џy{f[Nc6R0 V0 zn z{|+R z z Ty;`f[ef[R_f[gShTf[eYlS`!a!b!c!d!e!lQqQ11_0000026qli1811000000O8f[R09_000003216566000011_000004-NVyrr>yO;NINtN[xvz362200000f[yW@x18_010001lQRg724400000\O12f[R18_010101_RAmb_72440000018_010003NpebQb72440000018_010004W@xNpe724418_010002OP_Re z724400000NN;Nr^18_010107{P[t724400000\O8f[R18_010102RgNbQbt72404000018_010103 gP72440000018_010104HopfNpe72440000018_010306ؚI{is72440000018_010312ؚI{pet~72440000018_010404V72440000018_010416nbcSvQ~T~g72440000018_010504sNc6Rt72404000018_010502gOSt72440000018_0104078^_Re z['`N3z['`t72440000018_010422AmSOe z72400418_010201ؚI{peNLT{KNMR ؏_{Ǐ\$N T TNNvؚ~LyN[vċ [ReۏL Sv ċ[0ċTy, 2004. YSL, 4TSSN, %N~[, N f [SQpeNlQRg NQ,{NHrO,g SNؚI{YeQHr>y 2010. J. B. Conway, A course in functional analysis (Second edition), New York: Springer-Verlag, 1990. zS: 18_010101 z Ty: _RAmb_ ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: `! Yef[vv Ǐ[,g zvf[`N Of[ucc gsQ_RAmb_0IQn f\0IQnRTϑ:W0xmeQP[Amb_0L]eQP[Amb_0USSpeS_Sbc0IQn _ϑ:W0Y_Rb__SvQY_R0Stokes[tI{W@xwƋT(W_RAmb_ NۏLRg0ct0fvW,gelTW,gb] :NT~NN zvf[`NZP}YEQRvQY0 Yef[Q[ cc_RAmb_0IQn f\0RTϑTRzz0RN0P[Amb_0_RAmb_v[T0&^Amb_0IQnRTϑ:W0USSpeSbc0Frobenius[t0IQn _ϑ:W0Y_R_0Y_R0Y_R_vyRTStokes[tI{vsQi_T[t O(WAmb_ NZPW,gv _ϑ0Y_RI{Џ{0 YePgS;NSfNv 1. H~Sh, _RAmb_Rek(,{NHr), SN: ؚI{YeQHr>y, 2001. 2. Hw, H~Sh, _RQUOIN, SN: SN'Yf[QHr>y, 1990. 3. yIlu, _RAmb_[_, SN: SN'Yf[QHr>y, 1987. 4. }vckV, lNuQ, ΞfQUORek, SN: ؚI{YeQHr>y, 1992. 5. W. Boothby, An introduction to differentiable manifolds and Riemannian geometry(Second edition , Orlando: Academic Press, 1986. zS: 18_010003 z Ty: NpebQb ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: `! Yef[vv NpebQb/fbQbf[vN*N͑R/e [NNpe:N]wQxvzzzvbQb NSϑ0Ǐ,g zvf[`N Of[uNNpebQbf[vW,gi_, ccNpebQb-NvW,g[tTfel NNpebQbf[vxvzMRlSSU\R`0Of[uЏ(uNpebQbf[v``egYtvsQvpef[ wQY:_vRgRT{R :NT~ zvf[`N`Y[o}YvW@x0 Yef[Q[ cknxtNpebQbf[-NvW,gi_bQbzz Tڀ f\ '} ޏ FUzz T0ccTq~Џ(uNpebQb-NvW,g[tUrysohn^ϑS[t fbvR{|[t TvbQb NS'`[t0YЏ(uNpebQbf[v``㉳QNNvsQvpef[0 YePgS;NSfNv 1. $\bN, W@xbQbf[IN, SN: SN'Yf[QHr>y, 1996. 2. _llm, bQbf[_, Nwm: Nwmyf[b/gQHr>y, 1978. 3. Y[N0N, W@xbQbf[, SN: SN'Yf[QHr>y, 2004. zS: 18_010004 z Ty: W@xNpe ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: `! Yef[vv W@xNpe/fxvzuW{QeHh-NN͑vW@x0vQtW@x/f1u19N~30t^NlV)YMbvpef[[Galois@b`Y[v wnN~|t'`v` N(WxvzV`N{|Q~vt^v(u9h_Bl㉔N!ke ze SsN0ُ z/fV~0s0!j0WI{Npe~gvt0Џ{I{'`(ۏLxvzv [/ff[`NNpeNQUO0NgNpeI{f[yvW@x Te[N{:gyf[0Oo`yf[I{ g[RvT| yr+R(WW{Qf[uvba`~T;`~ N/f^8^͑vN0 Yef[Q[ ,g z;NccN NQ[10ƖT̑vi_0tepe20z^JSTNS-Nv͑[tv^(u30svi_0{|WNSsv T`I{ 40;Nt`s Nv!jvi_NS!jv~gI{50e zGaloistvRQ[0 YePgS;NSfNv 1. _y^t, яNNpeW@x, SNؚI{YeQHr, 1978. 2. Bupl NwY[ Npef[_ SNؚI{YeQHr>y, 2000. 3. NgKQck, baNpeW@x, SNnNS'Yf[QHr>y, 2007. 4. N. Jacobson, Basic algeba I (Second edition),New York : W. H. Freeman and Company, 1985. 5. yeyȓё, Npef[_, SNؚI{YeQHr>y 2006. zS18_010101 z TyOP_Re z ;` e72 f[ R4 _USMOpef[NOo`yf[f[b _f[gI Yef[vv Ǐ,g zvf[`N O_xvzuNOP_Re zvR{|NSNN͑vpef[irt!jW t N{|;NOP_Re zLaplacee z pe z lRe z W,g㉄vg tT`` cknxt㉄v'`( q~ccSobolevzzvW,gwƋ Yup;m^(uSobolevzzvL]eQ[tegYtNNpef[irte z['`t-Nvb] :NۏeQsNOP_Re zُNWNST~ zvf[`NSb NZW[vW@x0 Yef[Q[ ccOP_Re zvR{|S8^vOP_Re zЏe zvW,gLaplacee zTPoissone zvSvQ'`(pe zvNS'`(Sfe zvNS'`(8^(uvlQzzRek Sbޏ~Qpezz p!kSyzz Holderzz SobolevzzI{0 YePgS;NSfNv 1 L. C. Evans, Partial differential equations, Rhode IsIand: AMS, 1998. 2 s/g, OP_Re z_SSobolevzz, SNyf[QHr>y, 2008. 3 H. Brezis, Functional analysis, sobolev space and partial differential equations, New Work: Springer-Verlag, 2011. zS 18_010107 z Ty{P[t ;` e 72 f[ R4 _USMO pef[NOo`yf[f[b _f[gI Yef[vv ǏُvYef[, Of[uN㉗{P[t-NvW,gi_TW,g[t Of[uYq~cc勹eTvW@xwƋSxvzb, N,gf[yvxvzMRlSSU\R` Of[uYEQRtxvzQpezz{P[vN*N gR]wQeP~w5 wQY:_vRgRT{R :NۏNek_U\xvz`Y[_YvW@x0 Yef[Q[ cknxt㉌Tq~cc{P[t-NvW,gQ[ _ϑyN YTw50Hermitew5TOsQ|0GY_y, 2008. 3. T. Furuta, Invitation to linear operators. From matrices to bounded linear operators on a Hilbert space, London: Taylor & Francis, 2001. zS18_010102 z TyRgNbQbt ;` f[ e72 f[ R4 _USMOpef[NOo`yf[f[b _f[gII Yef[vv Ǐ,g zvf[`N Of[uNRgNbQbt-NvW,gi_ W,g[tTNN͑~ Of[uۏNekcc)R(uRgNbQbvel㉳QvW,g``Tb]0NRgNbQbf[yvxvzMRlSSU\R` q~Џ(uRgNbQbtv``egYtvsQvpef[ :NT~ zvf[`N`Y[o}YvW@x0 Yef[Q[ cknxt㉌Tq~ccRgNbQbt-NvW,gi_TW,g[t@\Qzz 1_bQb NSP[zz 1_'}{P[ eLu{P[ Fredholmt N ;NN ~~N N T` PWhaSTSbcQpeI{0 YePgS;NSfNv 1. J. B. Conway, A course in functional analysis (Second edition), New York: Springer-Verlag, 1990. 2. R.E. Megginson, An introduction to Banach space theory, New York: Springer-Verlag, 1998. 3. G. Gierz, K. H. Hofmann, K. Keimel, J. D. Lawson, M. Mislove, D. S. Scott, Continuous lattices and domains, Cambridge: Cambridge University Press, 2003. 4. _llm, bQbf[_, Nwm: Nwmyf[b/gQHr>y,1978. 5. qёW, pƖbQbIN, SN: ؚI{YeQHr>y, 2011. zS: 18_010103 z Ty: gP ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: I Yef[vv Ǐ,g zvf[`N Of[uN gPvW,gi_ W,g[t cc gP-N8^(uvNNW,g`` q~Џ(u gPvtegYtvsQvpef[tNvsQ[E0 Yef[Q[ q~cc gPvW@xt P[ ckĉP[ jƖ v T` TgI{t0(WdkW@x Ncknxt㉤(WƖT Nv\O(u nbch:y vy WyI{vW,gi_0ccTq~Џ(u gP-NvW,g[tSylow [t lySBurnside[t Schur-Zassenhaus[tI{0q`TN㉤vib _tNg tI{0 YePgS;NSfNv 1. _ff gP[_ SNyf[QHr>y 1999. 2. _܏ gPg , SNؚI{YeQHr>y 1987. 3. D.J.S. Robinson, A course in the theory of groups New York: Springer-Verlag, 1982. zS: 18_010104 z Ty: HopfNpe ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: I Yef[vv Ǐ,g zvf[`N Of[uNHopfNpevW,gi_ W,g[t ccHopfNpe-N8^(uvNNW,g`` q~Џ(uHopfNpevtegYtvsQvpef[tNvsQ[E0 Yef[Q[ cknxt,g z-NvW,gi_NpeNYONpe0SNpe0HopfNpe0yR0HopfNpevJSUS'`0!jNYO!j0SmashyNNSy0Galoisib _I{ccTq~Џ(uN,g zvsQvW,g[tHopf!jW,g[t0Maschke[t0MoritasQ|0Galoisib _tI{f[O)R(u~HopfNpetv``egg evϑP[0 YePgS;NSfNv 1. M. E. Sweedler, Hopf algebras, New York: W.A.Benjamin, Inc., 1969. 2. S. Montgomery, Hopf algebras and their actions on rings, Washington: American Mathematical Society, 1993. 3. C. Kassel, Quantum groups, New York: Springer-Verlag, 1995. 4. S. Majid, Foundations of quantum group theory, London: Cambridge University Press, 1995. zS: 18_010306 z Ty: ؚI{is ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: `! Yef[vv ؚI{is/fisNpet~NNxvzu_OKNN [/fNNisNpet~NSvsQeTvxvz@b_vpef[W@x0 Ǐ,g zvf[`N Of[uN㉰sNisvW,gi_ W,g[t ccis-N8^(uvNNW,gStUS{|[t Km^NyR 6e[e[tI{ q~Џ(uisv``egYtvsQvpef[0 Yef[Q[ ,g z;NcؚI{isvW,gtTel Q[SbisvW,gi_ US{|[t 6e[et agNgg Markov yceI{0,g ze(WgisxvzKNvehh :Nf[uۏLmeQxvzSb NZW[vW@x Of[u=\_ۏeQMRlxvzW0 YePgS;NSfNv K. L. Chung, A course in probabilityq_pSHr , SN: :gh]NQHr>y, 2014. SfN, ؚI{is, SNyf[QHr>y, 2009. %NR[, Km^IN, SNyf[QHr>y, 2004. zS: 18_010312 z Ty: ؚI{pet~ ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: I Yef[vv Ǐ,g zvf[`N Of[uNؚI{pet~vW,gi_ ccؚI{pet~-N8^(uvQyW,g~ceb__p0O0GPh0:S0O)v'Y\7h,gtTel W{Qf[u(u~elTStRg㉳Q[EvR :Nf[uۏeQtxvzWT[E^(uW`Y[o}YvW@x0 Yef[Q[ f[uNpet~-NvW,gi_ ccpet~-N8^(uv~ceb__vW,gStTel ;NSbp0OvċNQRT8^(uvp0Oel GPh-NvNgORh0NgOReOPh0y, 2006. 2. H ^z[, pet~_, SNyf[QHr>y, 1997. 3. H ^z[, ؚI{pet~f[, T-NVyf[b/g'Yf[QHr>y, 2009. 4. ѐ_V, ؚI{~f[, SNSN'Yf[QHr>y, 1998. zS18_010404 0 z TyV ;` f[ e72 f[ R4 _USMOpef[NOo`yf[f[b _f[g = 1 \* ROMAN I Yef[vv Ǐ,g zvf[`N Of[ut V vi_ccVvw5h:yel YbN*NbavV(uVb_Tw5h:yN0h0W0[hQV0vPVI{NNyrkvV{| NSVvޏ'`0EulerV0HamiltonV0[Ɩ0rzƖ0Vvvpgr0grI{W,gi_:NT~ z 0VSvQ^(u 0Sb NtW@x0 Yef[Q[ V/fNASYt^egSU\ASRŏN*NetQvpef[R/e (WYW g^lv^(u0vQQ[SbVT{USV Vv Tg sQTw5Tcw5 P[V vpv^ TT rRT. rRp Cayley lQ_ ޏ^ WWI{vsQi_ Euler s8n Hamilton W -NVXT eL.U'XT [Ɩ vPVv[ƖTv NXTR>mTgOR>m@wr rpe rYy_ tVTrpech Pυs^VTs^bV [vPV[9SMTrzpeV-NvNP VI{0 YePgS;NSfN J. A. Bondy, U. S. R MurtyW, 4Tg T, Ng_Vy, 4TpQ, "OY, helы, VSvQ^(u, SN: yf[QHr>y, 1984. J. A. Bondy, U. S. R. Murty, Graph theory, New York: Springer-Verlag, 2008. R. Diestel, Graph theory (Fourth edition), Heidelberg: Springer-Verlag, 2010. B. Bollobs, Modern graph theory, New York: Springer-Verlag, 1998. zS18_010416 z Ty nbcSvQ~T~g ;` f[ e72 f[ R4 _USMOpef[NOo`yf[f[b _f[g = 1 \* ROMAN I Yef[vv nbct/f-NwQ g`ENSSvNR0f[`NnbcN(WbavwQSOSh:y-NS%cgvQ͑v\O(u0[N gP w5h:yTnbch:yN/f\baۏLwQSOh:yv͑_ sSO[Nw5 xvz[vP[N8^8^Q[(Wg*NQUO~g Nvnbc\O(u0f[O(uvelxvz~T~g xvz~T~gv TgOf[uYup;m0Wb@bf[Q[TVvsQwƋp~T0 Yef[Q[ nbc Ov[INcchSlQ_ p3z[SP[ ,gSv[INSvsQ'`(Y͑ O'` Y͑,gS'`SvQJS O'`v[IN Y͑ OvckRckĉP[0Y͑ Ov^ckRckĉP[0+T gNO!k OP[v,gSv~gp3z[SP[vbRvM[hS ^ckR,gSv!k~pe gPW NvQUOzz [NvP[SvQP[v O'`(I{0 YePgS;NSfNv H. WielandtW, s<ы. gPnbc, SN: yf[QHr>y, 1984. N. L. Biggs, A. T. White, Permutation groups and combinatorial structure, New York: Cambridge University Press, 1979. K. S. Yvette, Groups and symmetries: from finite groups to Lie groups, New York: Springer-Verlag, 2009. J. D. Dixon, B. Mortimer, Permutation groups, New York: Springer-Verlag, 1996. zS: 18_010504 z Ty: sNc6Rt ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: a! Yef[vv Ǐ,g zvf[`N Of[ut㉰sNc6RtvW,gi_r`Sϑ0r`zz0S0c'`0‰'`03z['`0gpMn0G[ ccsNc6Rtv-N8^(uvNNtNelc'`t0‰Km'`t0NgŖnf+Yel0gpMnTr`‰KmhVI{ q~Џ(usNc6RtvelۏL|~vRgN~T0 Yef[Q[ Of[ut㉰sNc6RtvW,gi_ Qnxccc6R|~vr`zzh_SvQBl ~'`[8^|~vc'`T‰'`0ycee|~vc'`N‰'`0eS|~vc'`N‰'`0[vPsQ|0~gR ccNgŖnf+Y,{NelTNgŖnf+Y,{Nel cc~'`[8^|~vSc6R0gpMn0G[0&0r`‰KmhVI{0 YePgS;NSfNv Ry UNu sNc6Rt SN: :gh]NQHr>y 2011. "KQf, sNc6Rt SN: nNS'Yf[QHr>y 2007. ѐ'Y, ~'`|~t SN: nNS'Yf[QHr>y 2001. zS: 18_010502 z Ty: gOSt ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: `! Yef[vv Ǐ,g zvf[`N Of[uccgOSv^!j0e~_ggOSS~_ggOSvtTTy{l0ccteSOOSv`` W{QTcؚf[uyf[`~0yf[el0[bNS{:g^(uR0q~)R(uOSv``PR{:g㉳Qyf[] zTvsQvpef[ :NT~ zvf[`N`Y[o}YvW@x0 Yef[Q[ cknxtgOStvW,gi_ wQSOSbQƖ0QĉR0teSOgO0SLeT0 NMeT0p0{l6e[esI{ cce~_ggOST~_ggOSvgO'`agNtT[vPt ccv^q~^(uBlgOSv8^(u{l wQSOSb NMN{lS~bkQR0ĞёRrRl0.618l 0US~b_l0Powelll0Y`ZQpel0Q`ZQpel0XNP[lI{0 YePgS;NSfNv P[ b][N U^ gOStNel SNV2]NQHr>y 2008. H[g gOStN{l SNnNS'Yf[QHr>y 1989.  eO f gOSSt fkIlNS-Nt]'Yf[QHr>y 2000. zS18_010407 z Ty: 8^_Re z['`N3z['`t ;` f[ e: 72 f[R: 4 _USMO: pef[NOo`yf[f[b _f[g: `! Yef[vv 8^_Re z['`N3z['`/ff[`N_Re zR/etvRekYePg zNf[u,gy@bf[v8^_Re z z gN[vTc Blf[ucc]f[v8^peSflQ_0^enꁻl|~v3z['`t$R+Rel -N_&qpv$R[elYb__~pel0T~QpelI{ Ns^b|~(Wewz܏GYpY'`(v$R[Tؚ~|~vGYpRgvM~el ccR/etebvQ[ N^ꁻl|~3z['`v$R+Rel0 Yef[Q[ W,g[tN~RR|~vW,gwƋ3z['`tccs^b|~vGYp'`(vRgelgPsNs^b|~(Wewz܏GYpNhQ@\~gccؚ~|~vGYpRgelR/et_Re z^(u>NO NNNev!jWv^zSRgel0 YePgS;NSfNv  HYPERLINK "http://book.jd.com/writer/lwi`_1.html" \t "_blank" lwi`,  HYPERLINK "http://book.jd.com/writer/hTINN_1.html" \t "_blank" hTINN, 8^_Re z['`N3z['`el, SN: yf[QHr>y, 2007. 2. u1rl, Ng=N, [, _Re zW,gt, SN: yf[QHr>y, 2011. 3. [, ~#WX, ^~'`|~vtTel, SN: yf[QHr>y, 2001. zS: 18_010422 z Ty: AmSOe z ;` f[ e: 72 f[R: 4 _USMO: pef[NOo`yf[f[b _f[g: b! Yef[vv ,g zvvv/fOf[uccAmSORf[W,gi_TW,gt W{QReaƋTyf[ }{Q0Of[uNAmSOe zُf[yvSU\ OvQQm ccYtُNAmSOe zW,gb]T`` W{Qf[uvR '``~RTUNЏ(u]@bf[0RvtTwƋS[~b㉳Q[E^zpef[!jWv^Bl㉄v['`,g0 Yef[Q[ ccAmSOЏRvby, 1998. 4TR, pey, 2003. Ng^lb, sQl, }v\Ig, pey, 2003. zS: 18_010105 z Ty: pef[ĉR`! ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: `! Yef[vv ,g z/f{pef[ Џy{f[T^(upef[NNvW@x z0Ǐ,g zvf[`N Of[uNgOSvW,gi_0W,gStTBl㉹el0[~'`ĉR ;Ncc~'`ĉRW,gt0US~b_l0[vPtT^(u[O[^~'`ĉR ;Ncc^~'`ĉRvW,gi_NW,gSt0e~_ggOSelT~_gvgOSel0 Yef[Q[ cknxtpef[ĉRvW,gi_SbgO gO

y 2005 2s[>N, OCNNS  HYPERLINK "http://www.baidu.com/link?url=u9Uhu4KHAWrnzqIkKFzGGlt2Y8eSGSZIs0ww6zASIW_X7bC4SG8y8car3uldXK67Tp--gGsPk-WnVPhboTrCJ_&wd=&eqid=eedf3a200001e1be00000003556c1817&ie=utf-8" \t "_blank" ^~'`gOStNel SNyf[QHr>y 2012 3. NXn Y[e\t gOStNel SNyf[QHr>y 1997 4. _b$ H_s^ NgCNb яNOSel SNyf[QHr>y 2002 zS: 18_010102 z Ty: ΞfQUO ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: a! Yef[vv Ǐ,g zvf[`N Of[uccΞfAmb_vW,gQUO~gSNN͑vQUOϑ YΞfT~0fs _ϑ0Riccifs _ϑ0*bbfsTpeϑfsI{ meQtNKm0W~0cpe f\S'_vSR:N]wQ@b^zvNN͑[t YHopf-Rinow[t0Cartan-Hadamard[t0Bonnet-Mayers[tI{0 Yef[Q[ ,g z;NcΞf^ϑ0OSS_R0N\T~TΞfT~0ΞfAmb_ Nv_R{P[0T~b__0s^LyR0TϑN NvT~0Km0W~Tcpe f\0'_v,{NSRlQ_0Hopf-Rinow[t0fs _ϑTfsb__0*bbfs0RiccifsTpeϑfs0RicciR`I{_0Jacobi:WTqQmp0Cartan-Hadamard[t0zzb__0'_v,{NSRlQ_0Bonnet-Mayers[tI{0 YePgS;NSfNv 1. H~Sh, NgtQ!h, ΞfQUO_ NQ , SN: SN'Yf[QHr>y, 2002. 2. Hw, H~Sh, _RQUOIN, SN: SN'Yf[QHr>y, 1990. 3. }vckV, lNuQ, ΞfQUORek, SN: ؚI{YeQHr>y, 1992. 4. H~Sh, _RAmb_Rek, SN: ؚI{YeQHr>y, 2001. 5. M. P. do Carmo, Riemannian geometry, Boston: Birkhauser, 1992. zS: 18_010103 z Ty: YAmb_ ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: b! Yef[vv ,g z/f_RQUOeTvN*N͑NN z0dNNNW,gvi_Y f[u^͑pcc YTϑN NvT~0HermiteTϑNSHermiteT~0HermiteAmb_vhQ~*bbfs0KahlerAmb_vW,gQUO~gT[ g+RNN,HermiteAmb_v͑vQUOyr_ YHermiteT~NΞfT~vN'`I{0dkY ؏Blf[uccQ*NxQWKahlerAmb_vOP[ RekNH:y'`{|vg 0 Yef[Q[ cc YAmb_vyrkQUO~g t YAmb_N[Amb_v:S+RTT|0cc[Amb_ YAmb_Tя YAmb_0 YTϑN NvT~0hQ~TϑN0HermiteTϑN0HermiteAmb_0KahlerAmb_vQUO0hQ~*bbfsI{0q`KahlerAmb_vxQWOP[0H:y'`{|0Laplacian{P[I{0 YePgS;NSfNv 1. H~Sh, NgtQ!h, ΞfQUO_( NQ , SN: SN'Yf[QHr>y, 2004. 2. S. S. Chern, Complex manifolds without potential theory, New York: Springer-Verlag, 1978. 3. J. Morrow, K. Kodaira, Complex manifolds, New York: Holt, Rinehart and Winston Inc., 1971. zS18_010108 z Ty{P[SvQ^(u ;` e72 f[ R4 _USMOpef[NOo`yf[f[b _f[g III Yef[vv ǏُvYef[, Of[ucknxtHilbertzz Nck{P[t-NvW,gi_0W,gt0W,gb] YccFuruta NI{_0^IN Furuta NI{_(W{P[t-Nv^(u, q~)R(u{P[gRtxvzHilbertzz Nck{P[vr^'`( Y NI{_vO^'`0{P[QpevUS'`I{ :NۏNek_U\Hilbertzz Nvck{P['`(vxvz`Y[_YvW@x0 Yef[Q[ RI{ݍNgR MB^_tSk_t wQ gB^cpev Furuta W NI{_ L-H NI{_S Furuta NI{_vgO'` FurutaW{P[USQpevgsOUS:S wQ gcpeFurutaW NI{_YcpevgO'` Ando[t Furuta NI{_^(uN Ando [tT{P[v^INv[q0Furuta NI{_^(uN{P[vO^ NI{_ Furuta NI{_^(uN{P[e z N^IN Furuta NI{_v^v{P[USQpe Furuta NI{_(W Kantorovich W NI{_-Nv^(u KantorovichW NI{_^(uN{P[ wF(p,r,q){P[{| F(p,r,q) wF(p,r,q) {P[{|NvQ-NSpevOV'` A(s,t){|{P[v1'`( wF(p,r,q){|{P[v1'`(0 YePgS;NSfNv 1. hgh, ]~N, Ngwm, ck{P[t, fkIl: fkIl'Yf[QHr>y, 2009. 2. T. Furuta, Invitation to linear operators, From matrices to bounded linear operators on a Hilbert space, London: Taylor & Francis, 2001. 3. NgVs^, Gf, {P[Qpe, fkIl: fkIl'Yf[QHr>y, 1997. zS: 18_010133 z Ty: [RgN YRg ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: II Yef[vv ǏُvYef[, Of[uN㉞[RgN YRg-NvW,gi_ W,g[t Of[uYq~cc勹eTvW@xwƋSxvzb, wck\ [Rg N YRg ُ$N z~Nweg Yq~^(u[RgN YRgv``xvzvsQpef[ wQY:_vRgRT{R :NۏNek_U\xvz`Y[_YvW@x0 Yef[Q[ cknxt㉞[RgN YRg-NvW,gi_bayR ckZS\Km^ EMBED Equation.DSMT4zz qQb_ f\ hQ~Qpevp ㉐g^b EMBED Equation.DSMT4zz YKm^ _R yzz NvyR P̑SSbc TQpe0q~ccTЏ(u[RgT YRg-NvW,gtg'Y!jSt gtQpe<я ^\/OyrzzvRI{t ]bkNpevRI{t hQ~P̑SSbc (uYy_N<яI{0 YePgS;NSfNv 1 W. RudinW, 4bgrl, _f[, ѐvO, NgNYOы, [RgN YRg SN: :gh]NQHr>y,2006. 2. P. L. Duren, Theory of EMBED Equation.DSMT4 spaces, New York: Academic Press, 1970. 3. K. H. Zhu, Analysis on Fock spaces, New York: Springer-Verlag, 2012. 4. C. C. Cowen, B. D. MacCluer. Composition operators on spaces of analytic functions, Boca Roton: CRC Press,1995. zS18_010106 z Ty{P[Npe ;` e72 f[ R4 _USMOpef[NOo`yf[f[b _f[g = 1 \* ROMAN II Yef[vv |~N~{P[NpevW,gt0Blf[uccVon Neumann NpevW,gi_0bQbebvRg0R{|t0VP[tcc EMBED Equation.DSMT4 NpevW,gi_0GNSg 0*h:ytI{0 Yef[Q[ Von Neumann NpevW@x Von Neumann NpevR{| Von Neumann NpevVP[tT EMBED Equation.DSMT4 NpevW@xwƋ0 YePgS;NSfNv NgpN {P[Npe SNyf[QHr>y 1986. J. B. Conway, A Course in functional analysis (Second edition), New York: Springer-Verlag, 1990. G. J. Murphy,  EMBED Equation.DSMT4 -algebras and operator theory, Boston: Academic Press, 1990. zS: 18_010107 z Ty: zzt ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: II Yef[vv Ǐ,g zvf[`N Of[uNzztvW,gi_0W,gt0W,gb] q`Tcc8^(uvW,gg ``Tb] q~Џ(uQ'`!j IQn!jI{W,g8^pe, xvzBanach zz NN^e8^pe Von-Neumann Jordan 8^pe James W8^pevr^'`(, YُN8^peNN^evsQ|, ُN8^peKNvT|I{ :NۏNek_U\zzv~g'`(vxvz`Y[_YvW@x0 Yef[Q[ Banach zzvB^0Clarkson NI{_T Hanner NI{_0zzvQ'`!j0NQN%Ny, 2015. ]N[, BanachzzQUOtS^(u, SN: yf[QHr>y, 2011. Okl, Banach zzQUOt, Nwm: NSN^'Yf[QHr>y, 1986. zS: 18_010110 z Ty: TNDomaint ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: II Yef[vv TNDomaintwnN NN~-Ng /fbQbf[vN*N͑R/e0Ǐ,g zvf[`N Of[uN TNDomaint-NvW,gi_ ccTЏ(u TNDomaint-NvW,g[tT͑~0q~0WЏ(u TNDomaint-NvfelTf` wQY:_vRgRT{R v^㉳QNN[E :NT~ zvf[`N`Y[o}YvW@x0 Yef[Q[ cknxt TNDomaint-NvW,gi_US~ YTb_ N T US~ f\ N T Ny aSy ޏ~y, 1978. 2. Y[N0N W@xbQbf[, SN: SN'Yf[QHr>y, 2004. 3. G. Gierz, K. H. Hofmann, K. Keimel, J. D. Lawson, M. Mislove, D. S. Scott, Continuous lattices and domains, Cambridge: Cambridge University Press, 2003. 4. S. Abramsky, A. Jung, Domain theory, Oxford: Oxford University Press, 1994. 5. R. Amadio, P. L. Curien, Domains and lambda calculi, Cambridge: Cambridge University Press, 1998. zS: 18_010138 z Ty: :y'`{|t ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: c! Yef[vv :y'`{|t/fNpebQbf[vN*N͑R/e [pef[CNtirtvSU\NuN͑vq_T0Ǐ,g zvf[`N Of[ut:y'`{|t-NvW,gi_ cc:y'`{|t-NvW,g[tTW,g'`(, N:y'`{|tvxvzMRlSSU\R` v^q~0W{TϑNvStiefel-Whitney{|TChern{|0q~0Wcc:y'`{|t-NvfelTf` wQY:_vRgRT{R :NT~ zvf[`N`Y[o}YvW@x0 Yef[Q[ cknxt㉌Tcc:y'`{|t-NvW,g[tTW,g'`( ;NSbIQnAmb_, Stiefel-Whitney{| TϑN Chern{| Pontrjagin{|, GrassmannAmb_TN gNI{0YЏ(u:y'`{|tv``㉳QNNvsQvpef[0 YePgS;NSfNv 1. J. W. Milnor, J. D. Stasheff, Characteristic classes, Princeton: Princeton University Press, 1974. 2. D. Husemoller, Fibre bundles, New York: Springer-Verlag, 1966. 3. _llm, bQbf[_, Nwm: Nwmyf[b/gQHr>y, 1978. zS: 18_010112 z Ty: [xf[Nnbc ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: II Yef[vv Ǐ,g zvf[`N Of[uNnbcN[xf[-NvW,gi_NtwƋvnbch:y0,gS0Y͑ O0hSV0Am[x0R~[x0lQ[xTHashQpeI{v^f[ObnbcvvsQ``Nxvzelup;m0WЏ(u0R[xf[vsQvYt-Neg0 Yef[Q[ cknxt,g z-NvW,gi_vnbch:y0,gS0JSckRNckR\O(u0Y͑ O0hSV0[0R[{l0[{lAm[x0R~[x0lQ[xTHashQpe[xOSI{0ccTq~Џ(u,g z-NvW,gSthSe z0Frattinie0ibcemmSt0)]QR0KerckhoffQRI{0Yup;m0WbnbcvvsQ``NxvzelЏ(u0R[xf[vsQvYt-Neg0 YePgS;NSfNv 1. Q{vV [N [xf[[_ SNyf[QHr>y 2001. 2. _ff gP[_ SNyf[QHr>y 1999. 3. J. Katz, Y. LindeW NOы sN[xf[  StNOS SNV2]NQHr>y 2012. 4. B. SchneierW 4TN_ ]yNĖ _e?eы ^(u[xf[ SN:gh]NQHr>y 2006. 5. D. J. S. Robinson, A course in the theory of groups New York: Springer-Verlag, 1982. zS: 18_010113 z Ty: gPW ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: II Yef[Q[ Ǐ,g zvf[`N Of[uN gPWvW,gi_ W,g[t cc gPW-N8^(uvNNW,g`` q~Џ(u gPWvtegYtvsQvpef[tNvsQ[E0 Yef[Bl q~cc gPWvW@xtt` ibW pe W ,gS9h NS~Yy_ NSYy_ rRWW rRWYy_I{0(WdkW@x Ncknxt gPWvW,g[t gPWib _[t P[WQR Artin_t ckĉW[t MoebiusSolQ_ -NViRYO[tI{0q`TN gPWNYy_tvsQ|0cknxtrRWYy_vtFhg cc gPWCQ }vYyh:ye_0 YePgS;NSfNv 1. gN\ Npef[W@xN gPW SNؚI{YeQHr>y 2006. 2. QKQR ^ gPWSvQ^(u 'Yޏ'Yޏt]'Yf[QHr>y, 2011. 3. L. Rudolf, N. Harald Finite fields, London: Cambridge University Press, 1996. zS: 18_010114 z Ty: ^\NpeNϑP[ ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: II Yef[vv Ǐ,g zvf[`N Of[uNN,g zvsQvW,gi_NW,g[t P[SNpe0ϑP[double~gt ϑP[0RNO~bQbv^(u0 _ϑtu0^\Qpe0Tϑy 2011. 2. C. Kassel, Quantum groups, New York: Springer-Verlag, 1995. 3. wme m_pg s/T%f [hQv^\Qpeg SNyf[QHr>y 2014. 4. S. Majid, Foundations of quantum group theory, London: Cambridge University Press, 1995. 5. J. C. Jantzen, Lectures on Quantum Groups, Washington: American Mathematical Society, 1996. zS: 18_010115 z Ty: N^~'`Liet ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: III Yef[vv ,g z/fsNpef[vN*N͑R/e (WRf[0pef[irtI{f[y-N g@w^lv^(u0Ǐ,g zvf[`N Of[uN㉤\O(u0l~g~gvW,gi_TW,g[t NS[NN~xQRf[0_RQUO0Ng0NgNpev:S+RTT|0 Yef[Q[ ,g z;NccN NQ[1zzNvi_20USvRt030l~gNgNNgSNpevsQ|40\O(uNl~g~S l~g N TI{0 YePgS;NSfNv 1. gGk\ _f QUO_ SNyf[QHr>y 1999. 2. :IQ QUONl~gQUO_ SN^'Yf[QHr>y 2001. 3. J. P. Dufour, N. T. Zung, Poisson structures and their normal forms, Basel: Birkhuser Verlag, 2005. 4. I. Vaisman, Lectures on the geometry of Poisson manifolds, Basel: Birkhuser Verlag, 1994. 5. _ff gP[_ SNyf[QHr>y 1999. 6. _܏ gPvg SNyf[QHr>y 1982. 7. C. Laurent-Gengoux, A.Pichereau, P. Vanhaecke, Poisson structures, Heidelberg: Springer-Verlag, 2013. zS: 18_010116 z Ty: NR~[x ;` e:72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: III Yef[vv Ǐ,g zvf[`N Of[uN㉤vNNvsQi_ W,g[t ccNN'`o}YvR~[x Yup;m0WbvW@xwƋЏ(u0RR~[xvsQvYt-Neg0 Yef[Q[ cknxt,g zvW,gi_nbc0,gS0 O0hS0hSV0Sv0~'`B\0^~'`B\I{ N8^(uR~[x{lNRgel0 q`TN㉤wƋTR~[xvg KNvsQ| Yup;m0WbvW@xwƋЏ(u0RR~[xvsQvYt-Neg0 YePgS;NSfNv 1. 4Tes Q{vV _em R~[xvNRg SNnNS'Yf[QHr>y 2009. 2. D .J. S. Robinson, A course in the theory of groups, New York: Springer-Verlag, 1982. 3. Ng, Y[uQ Ng^tg R~[xv;eQelN[ORg SNyf[QHr>y 2010. 4. _ff gP[_ SNyf[QHr>y 1999. zS: 18_010117 z Ty: TNpeNyr_ht ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: II Yef[vv Ǐ,g zvf[`N Of[uN,g zvW,gi_0W,g[t ccckTRNV*lt㉯s!j Yb_v Tt01^RvvsQt0yr_hv'`(0yr_hvXNy0[yr_hNSyr_hv~peI{ۏ N TtTyr_ht(WNpef[-NvvsQ^(u0 Yef[Q[ cknxt,g zvW,gi_tuNQP[0ckTRNV*l0b\!j0Q\!jTs^fW!j0yr_hv'`(0yr_hvXNy0[yr_hNSyr_hv~peI{ SOOb\!jNQ\!jv[vP'`0Q\!jvQ(WT| NS Nyv^v~peq~ccyr_hh-NvckNsQ|0yr_hNckĉP[KNvsQ|I{0q~ccTЏ(uckTR[t Brauer s [tI{vvsQi_St0 YePgS;NSfNv 1. _Oe^ TNpe_ SNؚI{YeQHr>y 1998. 2. I. M. Isaacs, Character theory of finite groups New YorkAcademic Press, 1976. 3. hT/OX TNpe SNyf[QHr>y 1999. 4. W. Feit, Characters of finite groups, New York : W.A. Benjamin, 1967. zS: 18_010306 z Ty: h:y ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: IV Yef[vv Ǐ,g zvf[`N Of[uN㉤NNpeh:yvW,gi_ cch:y-NvNNW,gtyr_ht BurnsideS'`[t Wedderburn-Artin[t [h:yN[yr_hI{ 0 Yef[Q[ cknxth:y-NvW,gi_P[h:y FUh:y NS~h:yN[hQS~h:y Maschke[t h:yv NS~R yr_h b\!jNQ\!j FrobeniusNpeN[yNpe FrobeniusI{0cch:y-NvW,g[tBurnsideS'`[t Wedderburn-Artin[t Jordan-Holder[t Krull-Schmidt-Remak[t Clifford[t Brauer[[t Green[t BrauerRˆW[tI{0 YePgS;NSfNv 1. QKQR, zt, Ng\_, NNpeh:y_, T-NVyf[b/g'Yf[QHr>y, 2004. 2. NJacobson Basic algebra II (Second edition), New York: W. H. Freeman and Company,1989. 3. L. Dornhoff, Group representation theory New York: Marcel Dekker, 1971. zS: 18_010301 z Ty: :gǏ z ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: II Yef[vv Ǐ,g zvf[`N Of[uN㉏:gǏ z0^Ǐ z0:gǏ zvyr_Qpe0s^3z:gǏ z0rzXϑǏ z0ll'`I{NNW,gi_0q~cc8^v:gǏ zvyr_PoissonǏ z Markov s^3zǏ z BrownЏRSvQ:gyR0N㉏:gyRv'`( q~cc:g_Re z㉄vX[(W/UN'`0W{Qf[uwQY:_vtRgR :NT~ zvf[`N`Y[Nb[vW@x0 Yef[Q[ ,g z;NcQ{|8^:gǏ zvRekwƋ0vQ-NSbCaratheodoryib _[t0Randon-Nikodym[t0:gSϑSvQR^0agNpef[gg Kolmogorovv['`[t0Kolmogorovޏ~'`QR0PoissonǏ z0Markov0s^3zǏ z00BrownЏRSvQ:gyRI{vsQQ[0,g zRVf[u(W]vwƋVKNQcc:gǏ zv|Ӛ0 YePgS;NSfNv ^ZWR, ёO, :gǏ zW@x, Nwm Ye'Yf[QHr>y, 2005. Ng3oWS, 4Tc, :gǏ zYe z, NwmؚI{YeQHr>y, 1987. shdW, :gǏ z, 1 2, SNSN^'Yf[QHr>y, 1996. D. Revuz, M. Yor, Continuous martingales and Brownian motion, Berlin: Springer-Verlag, 1991. N. V. Krylov, Introduction to theory of random processes, American Mathematical Society 2002. zS: 18_010302 z Ty: :gRgN:g_Re z ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: II Yef[vv Ǐ,g zvf[`N Of[uccvW,g'`(SvsQgP[t N㉅v:gyRv[INS;R;u ccؚ~ OlQ_v^(u0Ǐf[`N OǏ z0ibceǏ zNN,:g_Re zvvsQ'`( :NT~ zvf[`N`Y[o}YvW@x0 Yef[Q[ ,g z;Nc:gyR0ItolQ_S:g_Re zRekwƋ0vQ-NSb:gǏ zvSKm'`0:ge;RT:g:S0NSy'`06e[e[tS\Pe[t0:gyR[IN0s^eSyzz0s^eS]Ǐ z0NNS]Ǐ z0v:gyR0ItolQ_0:ge;RSbc0cpeTGirsanov[t0@\萅v:gyR0@\eTTanakalQ_0:g_Re z:_㉌T1_0㉄vX[(W/UN'`[t0OP_Re zvislI{vsQQ[0 YePgS;NSfNv Ğ_܏, :gRgf[W@x, SN: yf[QHr>y, 2001. P. E. Protter, Stochastic integration and differential equations, Berlin: Springer-Verlag, 2004. UOXfk, jl VQ, %NR[, JSN:gRg, SN: yf[QHr>y, 1995. IQ, :g_Re z_, SN: SN'Yf[QHr>y, 1995. K. L. Chung, R. J. Williams, Introduction to stochastic integration (Second edition), Birkhuser Boston, Inc., Boston, MA, 1990. zS: 09_010305 z Ty: Ջ ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: III Yef[vv Ǐُvf[`N f[uccՋvW,gi_0W,gel:S~0ckN0VR_I{ TW,gt Of[u:N{_0WtTyelv``SvQ[Ǐ z W{Qf[u(uyf[vՋelՋv^[ՋpencۏLcknxvRgYt :N[Ev㉳QSb NW@x0 Yef[Q[ f[uNՋ-NvW,gi_ ccՋ-N8^(uvelvW,gStTv^vpencYtel0;NSbUSVP[ՋvNpencRg :S~NpencRgckNNpencRg qTTqTSpencRg VR_NpencRgI{0 YePgS;NSfNv 1. ׋~g, hT~, H, Ջ, SN-NV~QHr>y, 2004. 2.  HYPERLINK "http://book.douban.com/search/%20c.f.jeff%20wu%2C%20michael%20hamada" C. F. J. Wu, M. HamadaW, _mZi, ѐwmmI{ы, ՋNRgSSpeOS, SN-NV~QHr>y, 2003. 3. e_l, ltQ, ckNNGWSՋ, SNyf[QHr>y, 2001. zS: 18_010307 z Ty: hQ@\:gd"}t ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: a! Yef[vv Ǐ,g zvf[`N Of[uNgOd"}tvW@xwƋ t㉻yceTޏ~zz-NsQNYbkTЏRvhv:gd"}V{eu ccd"}vhvisR^Qpe]wT*gwvTy`Q@b[^vpef[!jWSvQ㉳Qel0N㉏:g|~vgOc6RtvW,gSt tgOc6RtNgOd"}tvNSp0Nd"}t(W~Nmf[Te~Q~{tWvNN^(u0W{Qf[uwQY:_vtRgR :NT~ zvf[`N`Y[Nb[vW@x0 Yef[Q[ ,g z;Nc:gd"}tvNu0SU\Ǐ zSxvzsr YbkvhgOd"}!jW0ޏ~zz-NvKoopman!jW0g\ggb,g!jW0L*d"}0@\gONhQ@\gOV{eu0by, 2005. Re[, ycezz Nv[d"}t, SN: yf[QHr>y, 2007. L. D. Stone, Theory of optimal search, New YorkAcademic Press, 1975. T. J. Steword, Two-cell model of search for an evading target, European Journal of Operations Research,1981, 8:369-378 The European Digital Mathematics Library,  HYPERLINK "http://eudml.org" http://eudml.org. zS: 18_010308 z Ty: [d"}t ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: a! Yef[vv Ǐ,g zvf[`N Of[uN㉹[d"}!jWvR{|SvQxvzsr ccRgUSvh[d"}!jWvW,g``NW,gb] tcy, 2007. D. V. Chudnovsky, G. V. Chudnovsky, Search theory-some recent development. New York: Marcel Dekker Inc, 1989. R . Ahlswede, I. Wegener, Search problems. New YorkWiely, 1987. _[^u, Oo`, [[N'Yf[QHr>y, 1987. zS: 18_010309 z Ty: Oo`Nxt ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: b! Yef[vv Ǐ,g zvf[`N Of[utOo`vt``NW,gi_ ccT{|x[tSvQf` t㉌ccs1Ywt0Y(u7bOo`0<яShannongPvOSx t㉿~'`R~xvN,i_0Npe~gSvQgb ccN!hw50Ilfx0ib _Ilfx0W{Qf[uwQY:_vtRgR :NT~ zvf[`N`Y[Nb[vW@x0 Yef[Q[ ,g z;NcOnNSOSvpef[!jW0Oo`qi_0g'Yyceq[t0OSvNNOo`ϑ s^GWNNOo`ϑv[INSvQ'`( ejVOS0[yOS0Sw5OSvOS[ϑv{el yces^3zOnv㉳Qel l\g+YMarkov OnvgPq ޏ~Onvv[q0g'Yv[q[t0Y~v[q[t USINSыx0USINSы[t0 +Yfx ыxĉR0is0Ilfݍy0g\xs br^pbOSx[t0 YePgS;NSfNv Y9N, Oo`Nx,{ NHr , -NVyf[b/g'Yf[QHr>y, 2009. sl, NgVf, Oo`Nxt, SNؚI{YeQHr>y, 2005. HЏ, Oo`Nx,{NHr , SN5uP[]NQHr>y, 2007. hTpx, NSff, OnxSt, SNNl5uQHr>y, 1996. zS: 18_010314 z Ty: w5t ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: a! Yef[vv Ǐ,g zvf[`N f[uccw5tvW,gi_0W,gtel NSw5v8^(u{elTЏ{'`(I{NSYtw5 gsQvelRekNُNel(Wr^ N TyxW-Nv^(ùof :NNT(WvQNWvf[`N yr+R/f(WckNhvg tvf[`NSb NW@x0 Yef[Q[ ,g z;NcNw5 gsQvW@xwƋ Sb~'`zz0[vP'`0~'` f\0w50LR_010'k_zz0KzzTQ'`vW,gi_ w5vW,g/g틌TS0W,gw50NS NS~w50[҉ORw50Iw50ckĉw50u`w5T_w50ck[w503z[w50e4Ow50ckw50^w50_sw50 }w50:gw50M-w5NSH-w5vi_NS[NvW,g'`( NSw5vJordanhQb_Tvy, 2001. *PVq, 8^(uvw5tTel, Nwm: Nwmyf[b/gQHr>y, 1984. _$, w5RgN^(u, SN:nNS'Yf[QHr>y, 2004. _^q\, ckNhvg SvQpencRg, Nwm: NSN^'Yf[ZSXf[MOe, 2006. zS: 18_010315 z Ty: ckNhvg ;` e: 72 f[ R: 4 _USMO:pef[NOo`yf[f[b _f[g: a! Yef[vv Ǐ,g zvf[`N Of[uЏ(u@bf[v~'`Npe0w5t0яNNpe yr+R/f gPWvwƋ [g '`0WfgNRpeY qT^ؚv N TSpevckNhvX[(W'`ُN-N_ۏLc W{Qf[ucQ rzRg0㉳QvR0Of[uccckNhg vW,gtelNSgeۏU\ NckNh(WՋ0xN[xI{W^(uvr^̀of :NNTxvzckNhvg Sb}YZW[vW@x0 Yef[Q[ ,g z;NWN gPWtTw5 |~0Wc1ubq_w5vckNR0nbcw50]Ɩw50Hadamardy0^INvHadamardy0Kroneckery0KroneckerT0^INvKroneckerTg ckNhvyr+R/fmTckNhvel,SbckNhSmT4ls^ckNhv[INSvsQi_ g ckNhSmT4ls^ckNhvel Y gPWel bq_w5vckNR㉹elMIg l Hadamardw5el ]Ɩw5el ckNbNeelI{ dkW@x NN~ckNh[YNN\O(uRv'`(T$R+Rel0 YePgS;NSfNv ^Uw, ckNhvg elSvQ^(u, [5uP[yb'Yf[QHr>y, 2004. hgP[, ckNhvg , NmWSq\NNlQHr>y, 1978. _^q\, ckNhvg NpencRg, NwmNSN^'Yf[ZSXf[MOe, 2006. S. Hedayat, N. J. A. Sloane, J. Stufken, Orthogonal arrays: theory and applications, New YorkSpringer-Verlag , 1999. zS: 18_010316 z Ty: Km^ ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: I Yef[vv Ǐ,g zvf[`N Of[uNKm^vW,gi_0W,gt0q`TccKm^-NSKmQpevW,gg ``Tb] cknxt㉌TccKm^-NFubini[tSvQ^(u0LebesgueRNRadon-Nikodym[tS8^(uvQy6e[e'`0v^q~Џ(uKm^v``egYtvsQvpef[0wQY:_NKm^ؚ^tRgR :NT~ zvf[`N`Y[o}YvW@x0 Yef[Q[ f[uccƖT0 f\NR0ݍyzz0Km^zzNiszzI{W,gi_ ccTq~Џ(uKm^-NvW,g[tUS{|[t SKmQpev6e[e'` Km^yRvW,g'`( Km^6e[e[t  EMBED Equation.3 zzSvQ[vPzz Rieszhs[tI{0q`TN㉏:gSϑvgPt0 YePgS;NSfNv %NXeP, Ry, Km^Nis, SNSN^'Yf[QHr>y, 2003. %NR[, Km^IN, SNyf[QHr>y, 1998. %NXeP, isW@x, SNyf[QHr>y, 1982. zX[, Km^NisW@x, SNSN'Yf[QHr>y, 2004. zS: 18_010317 z Ty: isgPt ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: a! Yef[vv Ǐ,g zvf[`N Of[uq~ccgPtvW,gBl㉹el Y'Ype[_ -N_gP[t ͑[pes Berry-EsseenLu 'YOP]StI{0yr+R0W Of[uYm;Rv`vQ-NvT| v^[NN[E g]vƋ0 Yef[Q[ gPt/fis-NvW,gQ[ _N/fisv|Ӛ@b(W NN6q/fVQYOYisf[[xvzvppW0 ,g z;Nc'Ype[_ -N_gP[tI{gPtvW,gtTel v^N~N͑[pes Berry-EsseenLu 'YOP]StI{vsQWvNNwƋ0 YePgS;NSfNv K. L. Chung, A course in probabilityq_pSHr , SN: :gh]NQHr>y, 2014. gckp, F Oc, ς-N9h, isgPtW@x, SN ؚI{YeQHr>y, 2006. A. Dembo, O. Zeitouni, Large deviations techniques and applications (Second edition), New York: Springer-Verlag, 1998. zS18_010430 z Ty~TgOS ;` f[ e72 f[ R4 _USMOpef[NOo`yf[f[b _f[gb! Yef[vv ~TgOS z;N~TOS-N͑vi_0tT{l0vQ-Ne+TV0~'`NtepeĉRT{ YBg'`tI{_ NS\vW@xR SS+T~TOS-N~xQvTgeۏU\0Ǐ,g zvf[`N Of[ucc~T-NvTyOSel :Nxvzu(W_U\vsQeTvxvzSb NZW[vW@x0 Yef[Q[ eLFUT9SM {l YBg^v^ϑTg\ubhvsQvPrim{l0Ford{lNSFord-Bellman{lg'YAmg\rR[t0X^{l0HoffmansAm[t0SeQ͑hvg'YAm{lTYFUTAmg\9(uAmX^W{l0[vPg\9(uAm{lNS[vP:\^>e'Y{lTutte-BergelQ_0Tutte9SM[t0[9SMv{l0g\Cg[9SM{l0T-ޏcSvQ^(u[9SM gLuYbSO[t0Hoffman-Kruskal[t0rRs^bNSrRs^b{lTSPv/TS_{l0eLFUv NLu0by, 2011. B. Korte, J. VygenW, lIN, gҋR, Yi`\t, _V]ы, ~TgOS: tN{l, SN: yf[QHr>y, 2014. B. Korte, J. Vygen, Combinatorial optimization: theory and algorithms (Fifth edition), Heidelberg: Springer-Verlag, 2012. zS18_010149 z TyN ;` e72 f[ R4 _USMOpef[NOo`yf[f[b _f[ga! Yef[vv ,g z/fNNpe~TeTvr^ z _N/fNNpef[0Oo`T{:gyf[I{NNvv͑W@x z0Ǐ[,g zvf[`N ^Of[uW,gbcN~TtvW,gi_0W@xtT͑el0 Yef[Q[ _s nbc ~'` gPUS gPsQT~g s^L N[hQ:S~ b[s^aNSR~ ckNbNeN*j*b t- [yPBD biRYO Bruck-Ryser-Chowla[t [yv Tg gP\q_s^b gPN\s^b gP\q_QUOTDesargues[t gPQUO-Nvpe[tNvg\O BaerP[s^b Hadamardw5NHadamard 2- Hadamardw5vR_g\O Paleyel Williamson elNSBaumert-Hall5R0 YePgS;NSfNv lOp, Tt,{NHr , Nwm: NwmN'Yf[QHr>y, 2008. fm)R, ~TtNxt, SN: V2]NQHr>y, 2009. NTHQ, t, SN: ؚI{YeQHr>y, 2009. zS18_010429  2<DHJX 4 , . < ϿssjZNA1hEhmD5CJOJQJo(h325CJOJQJo(hCRh32OJQJo(hCRh325CJOJQJo(hmDOJQJo(hl ihmDOJQJo(hl ihmD5CJOJQJo(h)JhmDCJOJPJaJo(h)JhCJOJPJaJo(h)JhCJOJPJaJo(h)Jh7lCJOJPJaJo(h)Jh7lCJ OJPJaJ o(h)Jh*\CJ OJPJaJ o(h)JhmDCJ OJPJaJ o(2JX0 `   4 B  KdhVDWD`KgdmD & F gdhVDWD^`ggdmD & F igdhWD^`ggdmDidhVD2WD^i`gds&E dh@&gdmD$a$gdCR . < $If dh@&gdEdh@&WD`gd32 dh@&gd32dhVDWD`gds&E     & ( , . 0 2 4 6 8 : < > @ B D F H J L T V X Z l n r t ׸h;CJaJo(h6SCJaJh6SCJOJQJ^JaJh6SCJaJo(hEhmD5CJOJQJo(h8Vh8V5CJOJQJo(H "$Ifkd$$If4֞aQ%I )"p8 D$ 8"62 24apFyt6S   ( . 2 6 : > B F J V X Z n t FfAFf$Ift |   " ( Ff5Ff $If      " ( * @ D J N R T V X j l t v ɸɸyynffyynffh?aCJaJhFh?aCJaJ hFh?aCJOJQJ^JaJh?aCJOJQJ^JaJhUNCJaJo(hFh?aCJaJo(hFh6SCJaJ hFh6SCJOJQJ^JaJhFh6SCJaJo(hFh]CJaJo(h6SCJaJo(h6SCJOJQJ^JaJh6SCJaJ%( , 0 4 8 < @ D T V X l v | Ff+ $Ifgd~Ff$If   4 $Ifgd/Ff# $IfgdGyFf$If $Ifgd~  *24>@^bdfpr  "$*,:<>JNPRTfhtv­­hUNCJaJo(hFh/CJaJo(hUNCJaJhFhUNCJaJ hFhUNCJOJQJ^JaJhFhUNCJaJo(hUNCJOJQJ^JaJD4@FJNRVZ^bdfrFf, $Ifgd~Ff'$If $IfgdGy  $,26:>BFJNPRTFf4Ff0 $Ifgd~$IfThv|Ff=Ffv9 $Ifgd~$If&*,.0BDHJNPTVXhlnpr   *,JNPRTfhhCJOJQJ^JaJ hFhUNCJOJQJ^JaJhFhUNCJaJo(hUNCJOJQJ^JaJhUNCJaJhFhUNCJaJE"&*,.0DJPTX\`dhlnprFfFFf`B $Ifgd~$Ifr  FfOFfJK $Ifgd~$If  ,26:>BFJNPRThFfXFf4T $Ifgd~$If ,0246HJTVtxz|~hFh mCJaJo(hFhCJaJo(hFh`iCJaJo(hCJOJQJ^JaJhCJaJhFhCJaJ hFhCJOJQJ^JaJhFhCJaJo(9 $(,024Ffa $Ifgd~Ff]$If $Ifgd46JV\`dhlptxz|~Ff}jFff $Ifgd~$If$28<@DHLPTXZFfisFfn $Ifgd~$If"$02PTVXZ\npxz  *.024BFHPRptvxzź։źźրźh=3+CJaJo(#hFhCJOJQJ^JaJo(hCJOJQJ^JaJhCJaJo(hCJaJhFhCJaJ hFhCJOJQJ^JaJhFhCJaJo( hehCJOJQJ^JaJhehCJaJo(2Z\pzFf]|Ffw $Ifgd~$If "&*.024HRX\`dhlptvxFfGFfҀ $Ifgd~$Ifxz Ff1Ff $Ifgd~$If &(0<@B`dfhj|~  :>@BDHXbdrtvƸƧƸƧƸƧƸƧƸƧƸƧ hehCJOJQJ^JaJhCJOJQJ^JaJhCJaJhFhCJaJhFhCJaJo( hFhCJOJQJ^JaJh=3+CJaJo(B(BHLPTX\`dfhj~FfFf $Ifgd~$If "&*.26:>@BFfFf $Ifgd~$IfBDXdjnrvz~FfFf $Ifgd~$If &(<>BDHJLNPTVXZ\^bdfxzøøøïÞÞÞÞÞÞÞÞÞÞÞÞ#hFhCJOJQJ^JaJo( hFhCJOJQJ^JaJh=3+CJaJo(hFhCJaJhFhCJaJo( hehCJOJQJ^JaJhCJaJhCJOJQJ^JaJhCJaJo(7 (>DHLPTX\`bdFfFfv $Ifgd~$IfdfzFfۺFf` $Ifgd~$If   "&(,.02468:<>@BFHJXZ\^ijijij㟖h NCJaJo(h=3+CJaJo(hFhCJaJ hehCJOJQJ^JaJhCJaJhCJOJQJ^JaJhCJaJo(hFhCJaJo( hFhCJOJQJ^JaJ; "(,048<@DFHJ^flptx|FfFfV $Ifgd~$If^dfjlprtvxz|~hFhU}CJaJh NCJaJo(h=3+CJaJo( hehCJOJQJ^JaJhCJaJhCJOJQJ^JaJhCJaJo(hFhCJaJ hFhCJOJQJ^JaJhFhCJaJo(6 FfFf@ $Ifgd~$If  ,.DFJLPRTVXZ\^`bdfjlnijijijhFhCJaJ hehCJOJQJ^JaJhCJaJhCJOJQJ^JaJhCJaJo(hFhCJaJo( hFhCJOJQJ^JaJB.FLPTX\`dhjlnFfFf* $Ifgd~$If&,048<@DHJLFfFf $Ifgd~$If$&*,02468:<>@BDFJLN`bprvx|~òhFhnCJaJo(hFhCJaJ hehCJOJQJ^JaJhCJaJhCJOJQJ^JaJhCJaJo( hFhCJOJQJ^JaJhFhCJaJo(=LNbrx|FfsFf $Ifgd~$If  "$(*,>@FHLNRTVXZ\^`bdfhlnp˭hFh^CJaJhFhCJaJhCJaJhCJOJQJ^JaJhCJaJo( hFhCJOJQJ^JaJhFhCJaJo(D "&(*,@HNRVZ^bfjlnFf]Ff $Ifgd~$IfnpFfGFf $Ifgd~$If "&(,.02468:<>@BFHJ\^dfjlprtvxz|~͹͹͹hCJaJo(hFhCJaJ hFhCJOJQJ^JaJhFhCJaJo(hCJaJhCJOJQJ^JaJI"(,048<@DFHJ^flptx|Ff1Ff $Ifgd~$If Ff Ff $Ifgd~$If  02>@DFJLNPRTVXZ\^`dfhz|hFhCJaJhCJaJhCJOJQJ^JaJhCJaJo( hFhCJOJQJ^JaJhFhCJaJo(H2@FJNRVZ^bdfh|FfFf $Ifgd~$If "&(*,.02468:<@BDVX`bfhlnprtvxz|~hFhCJaJhFhCJaJo(hCJaJhCJOJQJ^JaJhCJaJo( hFhCJOJQJ^JaJI"&*.26:>@BFfFfz $Ifgd~$IfBDXbhlptx|Ff%Ffd! $Ifgd~$If  *.0:<@BFHJLNPRTVXZ\`bdrvxذذذh=3+CJaJo(hCJaJhCJOJQJ^JaJhCJaJo(hFhCJaJo(hFhCJaJ hFhCJOJQJ^JaJE 0<BFJNRVZ^`bFf.FfN* $Ifgd~$IfbdxFf7Ff83 $Ifgd~$If     " $ & ( * , . 0 2 4 6 8 < > @ R T h j n p t v x z | ~ hFhCJaJhCJaJhCJOJQJ^JaJhCJaJo(hFhCJaJo( hFhCJOJQJ^JaJI   " & * . 2 6 : < > @ T j p t x | Ff@Ff"< $Ifgd~$If !!!!! ! !!!!!!!!!,!0!2!>!@!D!F!J!L!N!P!R!T!V!X!Z!\!^!`!d!f!h!z!|!͹͹ް͹h=3+CJaJo(hCJaJo(hFhCJaJ hFhCJOJQJ^JaJhFhCJaJo(hCJaJhCJOJQJ^JaJE !!! !!!!!!FfIFf E $Ifgd~$If!!2!@!F!J!N!R!V!Z!^!b!d!f!h!|!!!!!!!!!!!!FfkRFfM $Ifgd~$If|!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!""""$"("*"."0"2"4"6"8":"<">"@"B"D"H"J"L"^"`"r"t"x"z"~"""""hCJaJhCJOJQJ^JaJhCJaJo(hFhCJaJ hFhCJOJQJ^JaJhFhCJaJo(H!!!!!!!!!!!!!!!"$"*"."2"6":">"B"F"H"J"FfU[FfV $Ifgd~$IfJ"L"`"t"z"~""""""""""""""""""""""Ff?dFf_ $Ifgd~$If""""""""""""""""""""""""""""""""""### ########## #"#$#(#*#,#>#@#L#N#R#T#X#Z#\#^#`#b#d#f#h#j#l#n#r#t#hFhCJaJhCJaJhCJOJQJ^JaJhCJaJo( hFhCJOJQJ^JaJhFhCJaJo(H"""# ######"#&#(#*#,#@#N#T#X#\#`#d#h#l#p#r#t#Ff)mFfh $Ifgd~$Ift#v#######################$$$FfvFfq $Ifgd~$Ift#v#######################################$$$$$$.$0$4$6$:$<$>$@$B$D$F$H$J$L$N$P$T$V$X$j$l$t$v$z$|$$$$hCJaJhCJaJo(hFhCJaJ hFhCJOJQJ^JaJhFhCJaJo(hCJOJQJ^JaJI$$$0$6$:$>$B$F$J$N$R$T$V$X$l$v$|$$$$$$$$$$Ff~Ffz $Ifgd~$If$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$%%%%"%$%&%(%*%,%.%0%2%4%6%8%<%>%@%R%T%`%b%f%h%l%n%p%r%t%v%x%z%|%~%%%hFhCJaJhCJaJhCJOJQJ^JaJhCJaJo( hFhCJOJQJ^JaJhFhCJaJo(H$$$$$$$$$$$$$$$$%%"%&%*%.%2%6%:%<%>%FfFfr $Ifgd~$If>%@%T%b%h%l%p%t%x%|%%%%%%%%%%%%%%%%%%FfѐFf\ $Ifgd~$If%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%&&&&& & &&&&&&&&*&.&0&>&@&D&F&J&L&N&P&R&T&V&X&Z&\&^&`&d&f&h&v&z&͹͹ް͹ްh=3+CJaJo(hCJaJo(hFhCJaJ hFhCJOJQJ^JaJhFhCJaJo(hCJaJhCJOJQJ^JaJE%%%%%%&& &&&&&&&0&@&F&J&N&R&V&Z&^&b&d&f&FfFfL $Ifgd~$Iff&h&|&&&&&&&&&&&&&&&&&&&&&&&&&FfFf6 $Ifgd~$Ifz&|&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&'''' '"'&'('*','.'0'2'4'6'8':'<'@'B'D'V'X'`'b'f'h'l'n'p'r't'hCJaJhCJOJQJ^JaJhCJaJo(hFhCJaJhFhCJaJo( hFhCJOJQJ^JaJI&&''"'&'*'.'2'6':'>'@'B'D'X'b'h'l'p't'x'|'''''FfFf  $Ifgd~$Ift'v'x'z'|'~''''''''''''''''''''''''''''''''''''((((( ( ((((&(((0(2(6(8(<(>(@(B(D(F(H(J(L(N(P(R(V(X(Z(h(hFhCJaJhCJaJhCJOJQJ^JaJhCJaJo( hFhCJOJQJ^JaJhFhCJaJo(H'''''''''''''''''''''(( ((((FfFf $Ifgd~$If((((2(8(<(@(D(H(L(P(T(V(X(Z(n((((((((((((FfoFf $Ifgd~$Ifh(l(n(((((((((((((((((((((((((((((((((((((((((( ))))) )")$)&)()*),).)0)2)4)6)8):)>)@)B)T)V)b)d)ŷŷŷhCJaJhCJOJQJ^JaJhCJaJo(hFhCJaJhFhCJaJo( hFhCJOJQJ^JaJh=3+CJaJo(E((((((((((((((()) )$)(),)0)4)8)<)>)@)B)FfYFf$IfB)V)d)j)n)r)v)z)~))))))))))))))))))))FfCFf$Ifd)h)j)l)n)p)r)t)v)x)z)|)~))))))))))))))))))))))))))))))))))))***** * *********0*2*:*<*@*B*D* hFhhFh3]CJaJo(hCJaJhCJOJQJ^JaJhCJaJo( hFhCJOJQJ^JaJhFhCJaJo(E)))*** *******2*<*B*F*J*N*R*V*Z*^*`*b*d*x*Ff9Ff $Ifgd$IfD*F*H*J*L*N*P*R*T*V*X*Z*\*`*b*d*v*x*******************************************++++++++++ + hFhhCJaJhCJOJQJ^JaJhCJaJo(hFh3]CJaJo(hFhCJaJo( hFhCJOJQJ^JaJFx**************************+Ff/Ff $Ifgd$If+++++"+&+*+.+2+4+6+8+L+X+^+b+f+j+n+r+v+z+|+~+++Ff%Ff $Ifgd$If +"+$+&+(+*+,+.+0+4+6+8+J+L+V+X+\+^+`+b+d+f+h+j+l+n+p+r+t+v+x+|+~++++++++++++++++++++++ױhFh;CJaJo(hFh;CJaJh;CJaJo(h/CJaJo( hFhhCJaJhCJOJQJ^JaJhCJaJo(hFhCJaJo(hFh3]CJaJo( hFhCJOJQJ^JaJ5+++++++++++++++,,--- dhVDWD^ `gd) & FgdhWD^`ggdE dh@&gdmDgd(Ff$If++++++++++,$,,,0,J,L,P,,$---`.b.d.f.p...////&/22ɹɹɹtɹɹfXhl ihNW5CJ aJ o(hl ihmDOJQJaJo(hl ihEOJQJo(hEOJQJo(hCROJQJo(h> OJQJo(h OJQJo(h)OJQJo(hl ihmDOJQJo(hl ihmD5CJOJQJo(h325CJOJQJo(hl ih(aJo(hCJaJhCJOJQJ^JaJhCJaJo("-`.p./&/0/J0T0 1111222F333dhgdE$a$gdE dhWD`gd4L & F\dh`\gdE dhVDWD^ `gdE dh@&gdmD dhVDWD^ `gd)222222222223 32343B3D3F3N3P3b3h3l3v3x3z33333333333»»暯“}s}}jahVOJQJo(hE5aJo(hVhEaJo(hVhEaJjhVhEUaJ hECJo(hl ihECJOJPJo( h~CJo(hKV<hEOJQJo( h6o CJo(hl ihECJo(h#hEaJo(hVmhEaJ h~aJo(h`nhE5aJo(hEhE5CJ aJ o(#33*4444444444444455"5$5&5(5R5T5V5X5Z5`5b5d55555555555555ǻdzǻdz|k!jh#hEEHOJQJU$jsx5Y hECJKHUVaJo(!jh#hEEHOJQJU$jhx5Y hECJKHUVaJo(hEOJQJjhEOJQJUhEOJQJo(hl ihECJOJPJo(h`nhE5aJo(hVOJQJo(h`nhEOJQJo(*34462666778l88899;dhG$H$WD`;gd6 dhG$H$gd6 _dhG$H$^gd_, & F _dhG$H$gdE _dhG$H$gdEdhG$H$WD`gdEdhgdE dhWD`gdE5666066N7P777777777777777777788 888 8N8V8X8f8ĽԶ||oaooaooaohLh6OJQJaJo(hLh6OJQJaJhX/Fh6aJhX/Fh6aJo( h~aJo(h6OJQJaJo(hLh65OJQJaJ h6aJo( hEaJo( h6o aJo( hEaJh6o h6o aJo(h6o hEaJo(h`nhE5aJo(hEOJQJo(h`nhEOJQJo(#f8h8j8l8x88888889 999&9(9H9J9999999999999::::::*:,:8:::<:L:P:R:\:^:f:h:n:p:::::::::"<&<вв޲޲вhNwh6aJo(h6OJQJaJo(hLh6OJQJaJo(hLh65OJQJaJo(hLh65OJQJaJhLh6OJQJaJh~OJQJaJo(h~OJQJaJ<9::2;;;<(=*===>*>Z?f?P@f@@ _dhG$H$^gd_,$v.dh@&G$H$VDWD^v`.a$gd6dh@&G$H$WD`gd6dhG$H$WD`gd6 dhG$H$gd6 pdhWD`pgd6&<*<,<8<<<<<<<<&=(=*=4=6=:=H=b=d=l=n=x=z=============>>>>>*>2><>H>n>>>>>>>ĽثΫثΫثΥΫΒΫΉh!h6aJo(h!h6aJh65aJo(hh{h65aJ h~aJhZh6aJhVmh6aJ h~aJo(hJh6CJo(hf,3h65aJ h6aJo(hLh6OJQJaJo(hNwh6aJo(hNwh6aJ2>>>>>>>>>>??V?Z?^?b?f?n?x??????????????@@@@"@&@0@6@>@P@f@h@@@@@@@@@@8A:AݻݭݻݓhU*hU*aJo(h6B*OJQJ^Jo(ph333h6B*OJQJ^Jph333h!7Jh6aJ h6aJh65aJo(hf,3h65aJ h6aJo(hZh6aJh!h6aJo(h!h6aJ6@@:ARXR\RbRfR~RRRRžٱŨllllUUl,h0h6B*KHOJQJ^JaJo(ph333&h6B*KHOJQJ^JaJo(ph333,h8-h6B*KHOJQJ^JaJo(ph333 h6aJo(hh6aJo(hZh6aJhch6OJQJaJ h6CJo(hIyh6CJo(h<,h6aJo(hIyh6CJOJPJo(hFsh65aJo(hh6OJQJaJ!QQRRSS#T:TTT3Ux^$MOdhG$H$VD>WD2^M`Oa$gd6$dhG$H$VDWD^`a$gd6$H\dhG$H$VDWD8^H`\a$gd6$HdhG$H$WD`Ha$gd6$dhG$H$WD`a$gd6+dhG$^+`gd6dhG$H$WD`gd6 dhG$gd6 RRRRRRRRRRRSBSLSdSfSjSlSzS|SSSSSSSSįĥypypypbypXJh$bh65OJQJaJhch6aJo(h5f}h6OJQJaJo(hch6aJh6OJQJaJo(h}9Ih6aJo(hMh65CJOJQJh65aJo(hch65aJ)h0h6B*KHOJQJ^JaJph333,h0h6B*KHOJQJ^JaJo(ph333&h6B*KHOJQJ^JaJo(ph333hZh6aJ h6aJo(SSSSSSSSSTTTT"T#T)T+T9T:TW~WWX(XVYlYYYZZZZdhG$H$WD`gdhf>dhG$H$WD`gdL8 dhG$H$gd6$dhVDWD^`a$gdEdhG$H$WD`gd6$dhG$H$VD<^a$gd6,W4W6W8W:WWFWJW\WbWnWvWxW|W~WWWWXX$X&X(XXXXYY(YTYVYjYlYrYYYYYYYNZPZZZZZZZZZZZZZZZZܾճܗh6KHaJhX/Fh6aJo(hhf>hEzaJo( hEzaJo(h6 h6o(hL85aJo(h&Ph6aJ h6aJo( h6aJ h~aJo( h~aJh65aJo( h65aJ9ZZZZZZZ[[<[>[@[H[J[L[N[P[R[Z[^[p[v[[[[[[[[[[[[ \\D\L\N\P\\\\\\\\\]]](].]:]@]L]b]j]]]]]^^__ _!_𿸿 h6o( h66]h6hL85aJo( h~aJo( h~aJ h6aJo( h65aJh65aJo( h6aJh6KHaJo(BZR[[[D\P\]]^^^!_"_\```a|a*b6b$dhVDWD^`a$gdEv.dhG$H$VDWD^v`.gd6dhG$H$WD`gd6dhG$H$WD`gdL8 dhG$H$gd6!_` ` ```6`8`<`B`D`N`P`Z`\`j``````````````aaa a aza|a(b*b.b2b4b6bc,c.c0cDcHcvcxc|ccǽǶǽǽ꘽ǘǽ꘽꘽ǽ h h6h h65aJo( h~aJh h6CJaJo( h6aJo(h h6aJo(h h6aJhX/Fh6aJ h~aJo(h h6CJo(h h65aJh6OJQJaJo(36bc.cccdd|dde(e*f6fBgXggg@hhdhG$H$`gd6$dh1$G$H$a$gd6 & FdhG$H$gd6 dhG$H$gd6dhG$H$WD`gd6ccddd&d(d,d:dRdTd\dbdldndzd|dddddddddddde eeeee(e,e.e0eLeXedee&f(f*f.fϻϻϨϻϟϨyyt h6o(&h6B*KHOJQJ^JaJo(ph333#h6B*KHOJQJ^JaJph333h65aJo(h h65aJh6CJaJo( h6aJ h~aJo( h6CJo( h65aJhg:hpaJo( h6aJo(h h6aJo(h h6OJQJaJo(-.f2f6f>fFfHf`fffhfvf~fffff@gBgVgXggggggghhPhZhhhhhhhhhii i"i*iLiViXitivixizi|iiiiiij»²²»²¥²hTchaaJo(hTchaaJmHnHujhTchaUaJhTchaaJ h~aJo(hTcha5aJh6h6OJQJaJo(h6 h6o( h6aJ h6aJo( h65aJh65aJo(7hhh"i|iijjll4mmzdd & F$ dhG$H$^ `gda dhG$H$WDgdudhG$H$WD^`gdudhG$H$WDXD2^`gda+dhG$H$^+`gdadhG$H$WD^`gda dhG$H$gda$dhVDWD^`a$gdE jjjjRlbldljlllvl|l~llllllllllllllllllmmm$m(m.m4m8m:m>m@mJmLmNmRmTmXmZm\m`mjmlmzm|mmmmmmmmmmmn nnn"n hPohahTchao( hao( hTchahuhaaJ huaJo(hTchaaJo(hTchaaJhTcha5aJhTcha5aJo(C"n6n:nXn`ndnhnjnlnnnnnnnnnnnnnnnnnnn o6oJoVoooooooooooooooooLqPqTqXqrrrƽӽӽƽӽӰӖӌӖӌhTchaaJo(hTcha5aJo(hTchaaJmHnHujhTchaUaJhTchaaJ h~aJo( h~aJhTcha5aJhkihao(hTchao( hTcha hao( hwSha5mhnnJooooLqXqrrx_dhG$H$WDXD2^`gd dhG$H$VDWD^`gd dhG$H$VDWD^`gdadhG$H$WDXD2^`gda+dhG$H$^+`gda+dh8G$H$XDd^+`gda & F$ dhG$H$^ `gda rrrrrrrrrrrrrssss>s@sTsVspsrssssssssssstt(t*t2t4t@tBtTtVt\t^thtjt|ttttttttttttu uuuy@yFyJyXy`yzy|y~yyyyyyyyyyyyyyyzz z.z0z2z4z@zXz\zdzpzrztzzzzǾدئؗ&haB*KHOJQJ^JaJo(ph333haCJOJQJ^JaJo(ha5aJo( h~aJhaCJaJo(hHhaaJ h~aJo(hHhaaJo( ha5aJhah6OJQJaJo( haaJ hao( haaJo(1y4ztzz{{|}T}}}}}0~x~dhG$H$[$\$gdaH\dhG$H$VDWD8^H`\gda dh@&G$H$gda & F dh@&G$H$^`gdadhG$H$WD`gda dhG$H$gdaz{.{2{4{6{:{@{\{j{l{{{{{{{{{{{{{| |x||||ĭĭ٭٦iOiOJiJi hao(3haB*OJQJ^JaJfHo(ph333q 0haB*OJQJ^JaJfHph333q h haB*aJo(ph333haB*aJo(ph333ha5aJo( ha5aJ,h0haB*KHOJQJ^JaJo(ph333)h0haB*KHOJQJ^JaJph333&haB*KHOJQJ^JaJo(ph333#haB*KHOJQJ^JaJph333||||}}}}}}}}}}}~~.~0~<~f~l~p~x~~~~~ûকvvmvvbvSFSFhaOJQJ^JaJo(ha5OJQJ^JaJo(h~CJ^JaJo(haCJaJo(haCJ^JaJo('hhaCJKHOJQJ^JaJo(!h~CJKHOJQJ^JaJo(ha5CJ^JaJo(hHhao(hhao(haB*aJo(ph333 ha5aJh\C&haaJo( hao(3haB*OJQJ^JaJfHo(ph333q ~~~~~~~~~~~~~~~~~F& &(,FJLN\tz|~ڼڨƨʨƨƨʨʠhaB*o(ph333haB*ph333jhaUhaOJQJ^JaJhaOJQJaJha hao(ha5OJQJaJha5OJQJaJo(haOJQJ^JaJo(haOJQJaJo(;x~~~lȂ "(zrrrdhgd $dhVDWD^`a$gdEdhG$H$WD`gda & FdhG$H$gdadhWD^`gda dhWDgdadhG$H$WD^`gda dhG$H$gda+dhG$H$^+`gda Ђւڂ ".Dxփڃ$&(4>JކijlxyΈЈ҈ӈԈՈ׈وڈ߈9A ܱܿܿܿܿܿܿܿܿܿܿܿ haCJ ha5aJha5aJo(h h OJQJaJo( h aJ h 5o( h o(h OJQJaJo( h aJo(h 5aJo(h6OJQJaJo( hao(ha:(4>Jކ[ԈAB^(ҍdhG$H$WD`gda dhG$H$gda$dhVDWD^`a$gdE & FdhG$H$gd dhG$H$gd dhG$H$WD`gd dhgd  6@DLNP\^`bdfhlĊ֊܊Rx&(*2>Vʌ0<BFЍҍһҔ,ha0JB*CJaJfHphfffq haB*KHQJaJo(ph333hWthaaJ h~aJhaCJaJ ha5aJha5aJo( haaJo( haaJh3!1haaJ h~aJo(:ҍf2>4~R>ږdhG$H$WD`gda & F HdhG$H$WD^`gda dhG$H$gdaflnpvzĎȎ̎Ύ؎$28:<BDFLP\`dfp~ȏҏޏ(*8:<>Jbpr~Ǽha5aJo(hBuhaCJaJhBuhaaJ h~aJo(hBuhaCJhBuha5aJ haaJo(haQJaJo( haaJF~ JLV\402Rzĕʕ(24>ⳮ{mmmhLhaOJQJaJo(hX/FhaaJ h~aJo(hLhaOJQJaJhLha5OJQJaJhOhao( hao( hBuhajhBuhaUaJhBuhaaJo(hOhaaJo( haaJo(hBuhaaJhBuha5aJhWthaQJaJ*>JLPTv~ʖ֖ؖږ(,46>DRThjrt|~Ș̘Θƹ񹠹᫹}}}}}}}}}}}haOJQJaJo( hao($hLhaB*OJQJaJo(phh~OJQJaJo(hLhaOJQJaJo(hLhaOJQJaJh&Q>haOJQJaJh&Q>haOJQJaJo(hLha5OJQJaJo(hLha5OJQJaJ1ږTpr̛(jvdhG$H$WD^`gdadh@&G$H$VDWDj^`gdadh@&G$H$WD`gdadhG$H$WD`gda dhG$H$gda$.0NRT\^prܙޙ26HPRVȚ̚ޚ 8<HL`dlp沨hNwhaaJo(hNwhaaJhu1haOJQJaJo(hLha5OJQJaJo(hLhaOJQJaJhLhaOJQJaJo(haOJQJaJo(Bpr|~›ěʛ̛ڛޛ"$&(4LPZfjv֜Ÿոխո㣖ո㸋{hոո$hLhaB*OJQJaJo(phhLha5OJQJaJo(h~OJQJaJo(hhaOJQJaJhphaaJo(haOJQJaJo(hLhaOJQJaJhX/FhaaJ h~aJo(hLhaOJQJaJo(hLha5OJQJaJhk{ haOJQJaJo(( ,NXZnpr~HJZ\fhjtv|~ʞОԞlnr.24@DHJ~Ԡ̼ڴ h0Lhah0Lhao(hLha5OJQJaJo(hLha5OJQJaJhLhaOJQJaJo(haOJQJaJo(hLhaOJQJaJBn(Bڡ<HXtH\dhG$H$VDWD8^H`\gdEdhG$H$WD`gdE dhWD`gdEdhgdEdh@&G$H$VDWDj^`gdadhG$H$VDWDj^`gdadhG$H$WD`gda &*24BLNR~ơΡҡ֡ءڡ*248FHPü禰üðüüð͘טll,h0hEB*KHOJQJ^JaJo(ph333)h0hEB*KHOJQJ^JaJph333 hEaJo( h~CJo(h+0hEaJo(hqhE5aJo( hECJo(hIyhECJo(hqhEaJo(hqhEaJ h~aJo(hIyhECJOJPJo(hf,3hE5aJ*PZ\bd|8<@DHXZln~£Σ$(*8FNhtȤ "8hhEaJhEOJQJaJo(hqhEOJQJaJo(hIyhECJOJPJo(hE5aJo(hqhE5aJo(hqhEaJh1hEaJo(hqhEaJo( hEaJo( hEaJ98JL^dfvx¥ԥLT`trt§ħΧ񽯡ݒ݁ti_hf,3h 5aJhU*OJQJaJo(h?XhEOJQJaJhhEaJo( h aJo( h aJhXhEaJh?XhEOJQJaJo(hIyhECJOJPJo(hIhE5aJo(hqhEOJQJaJ hEaJo(hhEaJhEOJQJaJo(hqhEOJQJaJo(!t§ħ$|ʨҬfzdhG$H$VD@WD^`gd mdhG$H$VD4WD^m`gd  dhG$H$WD` gd dhG$WD^`gd IdhG$H$VD#WD^I`gd dhG$H$gd dhG$H$WD`gdE ΧЧҧԧ"$2`hjlpvxz|~ʨިDlϼŵ֫ŢϘŊ}}}oh-h OJQJaJo(hh OJQJaJhh OJQJaJo(hZh aJo(h 5aJo(hh{h 5aJ h 5aJh CJaJo(hf,3h 5aJ h aJo(hZh aJhX/Fh aJ h~aJo( h~aJhJh CJo(**,TVXZ µµwdUUUH@hf,3h 5h OJQJ^JaJo(hRh OJQJ^JaJ%jbhEh EHOJQJUaJ$jI2Y h CJKHUVaJo(%jhEh EHOJQJUaJ.jY hEh KHOJQJUVaJo(hEh OJQJaJ!jhEh OJQJUaJhRh OJQJ^JaJo(8h 0JB*CJOJQJ^JaJfHphfffq  NPxz|~¬άЬҬܬDHfrtLNPƽxxxxxxjh h'MOJQJaJo( h aJo( h aJhi'eh aJj8h6o h EHUaJ$j7Y h CJKHUVaJo(jhh UaJhh aJhi'eh aJo(h6o h 5aJo( h#mh hh hi'eh hi'eh o( h 5o('fNPڮ.<"ڰ"}dhVDWDj^`gdE & F _dhG$H$gd  _dhG$H$gd  _dhG$H$WD`gd dhWD`gd dhgd dhG$H$gd=-HdhG$H$VDWDj^H`gd PZ^nĮȮ֮خڮ "$&(*,.68<Əxp]$j~5Y h CJKHUVaJo(h OJQJjh OJQJUhKV<h OJQJh 5aJo(hauh aJo(hauh aJjhauh UaJhl ih CJOJPJo(hl ih CJo(hKV<h OJQJo( h CJo(hX/Fh aJo( h~aJo(h`nh 5aJo(""DFhj°İưȰҰذڰ"Ա.0˿ררר⠍|ר˿rlerXOrOh6o h aJjh6o h UaJ h aJo( h aJh6o h aJo(!j&hvh EHOJQJU$jt~5Y h CJKHUVaJo(h OJQJh OJQJo(hl ih CJOJPJo(h`nh 5aJo(hKV<h OJQJo(hKV<h OJQJjh OJQJU!j&hvh EHOJQJU0246²в NVXZhjlnpzǽysiyy_hZhEaJo(hh{hE5aJ h~aJhE5aJo(hECJaJo( h_,aJo( hEaJo(hX/Fh_,aJo( h~aJo(hZhEaJhf,3hE5aJh hEaJo(h6o h aJo(jh6o h UaJj&h0Lh EHUaJ$j.;Y h CJKHUVaJo(%n³(4Vb dhG$H$gd G$H$gdp & FdhG$H$gd  & FdhG$H$gdE $dhG$H$a$gdE$hdhG$WD`ha$gdEdhG$WD`gdE dhG$H$gdE³޳ *0vx&(,046NP൫}`YQYQYQYQYh?hEo( h?hE8hE0JB*CJOJQJ^JaJfHphfffq hE5aJo( hE5aJh:IhEOJQJaJo( hEaJo(hMThEaJhMThEaJo(,h0hEB*KHOJQJ^JaJo(ph333&hEB*KHOJQJ^JaJo(ph333)h0hEB*KHOJQJ^JaJph333hf,3hE5aJʵε\^rtĶƶֶ "$4@FJNɿɿɿɿɷhX/Fh aJo( h~aJo(h 5aJo(hf,3h 5aJh#hp5CJ aJ o(hEhzhEo(hg:hEaJo( hEaJo(hxhEo(hE5aJo(hf,3hE5aJ h?hEh?hEo( hEo(1,.6<FHP\`bpxʸܸ"&:FNPltͨ{ h aJhZh aJhEh aJ h o( h aJo(hkQLh aJhkQLh aJo(hh{h 5aJ h~aJo(h!h aJo(hf,3h 5aJh 5aJo(hBdh 5aJo(h!h aJhBdh 5aJ0ʹ̹ιԹعڹ&<Z\^bfjrzºƺȺ*:BNR`öζì㬣h?h aJo(h 5aJo(hf,3h 5aJhx h OJQJaJh OJQJaJo(hx h OJQJaJo( h aJo(hZh aJhkQLh aJhkQLh aJo(8^jR\нp<>4 dhG$H$gdEH\dhG$H$VDWD8^H`\gd $OdhG$VDdWD2^`Oa$gd $dhG$VDWD^`a$gd dhG$H$WD`gd dhG$H$gd ;dhG$H$WD`;gd 0DFNRTԼּ$&0JLPZ\dfvнؽ.ɼ񟕎{{{{{uluul{lch?h aJh dh aJ h aJh|~h aJo(h|~h aJ h aJo(h?h aJo(h OJQJaJo(hfh aJhKh aJhfh B*aJph333(h4Lh B*OJQJ^JaJo(ph333%h4Lh B*OJQJ^JaJph333h4Lh OJQJaJo(&.2npvx|~¾ľоҾ:>HJLNfvx~ֿ$024@Ļ۲۲IJ۲ێۡhE5aJo(hh{hE5aJhThEaJo( hEaJo(hZhEaJhSbohEaJ h~aJo( h~aJhJhECJo(hf,3hE5aJ h aJo(h?h aJh?h aJo(44@*tv.p|^ dhG$H$gd&PdhG$H$`gdE dh@&G$H$WD` gdE\dh@&G$H$VDWD8^`\gdE "dhG$H$gdEdhG$H$WD`gdE dhG$H$WD` gdE dhG$H$gdE@Jdht&DHRTVXblnpN¬‰hThEaJo( hEaJo(hZhEaJhE5aJo(hf,3hE5aJh8@hEOJQJaJhhEaJhx hEOJQJaJhEOJQJaJhlhEOJQJaJhx hEOJQJaJo(hEOJQJaJo(1NbdhzHJ"*2ȿȿȝȿwiwi_iihEaJmHsHhrhEaJmHo(sHhEaJmHo(sHh:nhEaJmHo(sHhrhEaJmHsHh@hEaJo( h6o aJo( hE5aJhf,3hE5aJhZhEaJ hEaJo( hEaJhhEaJhEOJQJaJo(hx hEOJQJaJo(hD4NhEaJ!2Rdfhptv(*,.:RV^jnһzqhq^hrhEaJo(hrhEaJhE5aJo(hEKHaJo( h_,aJo(hX/FhEaJhX/Fh_,aJo( h~aJo( hEaJ hE5aJhrhEaJo( hEaJo(hEB*OJQJ^Jo(ph333hEB*OJQJ^Jph333!hKhEB*OJQJ^Jph333hKhEOJQJaJo($nptx|\^bfjr $0P\^fhXZbdlptv,.02:<@B h aJo( hEaJo( hEaJhE5aJo( hE5aJhrhEaJR^j X0<vdhG$H$WD`gd dhG$H$gd dhG$H$gdX v.dhG$H$VDWD^v`.gdrdhG$H$WD`gdr dhG$H$gdrdhG$H$WD`gdE dhG$H$gdE(024:<>@BDFJtv,6HV"4l"$.04BDZ\dhrѺױhX/Fh aJhX h aJo( h~aJ h aJo( h aJhX/Fh aJo( h~aJo(h 5aJo( h 5aJ hHaJo(F.|$".bnTV`v.dhG$H$VDWD^v`.gd dhG$H$gdX  dhG$H$gd dhG$H$WD`gd  "&*.JX`bfjl,`bfjnt|@BF>@DHNTV`bf h CJo( h aJo(hrh aJhrh aJo(h 5aJo( h~aJo( h 5aJ h aJLfx&>BLX^`dhl,048< fj$&(046:>@üڳکڳڳhrh aJo(h 5aJo( h~aJo( h~aJh KHaJh KHaJo( h 5aJ h aJo( h aJ h CJo(hX/Fh aJo(B`l0<d4(b460<dhG$H$VDWDj^`gd $v.dh1$G$H$VDWD^v`.a$gd $dh1$G$H$WD`a$gd dhG$H$WD`gd dhG$H$gd *.bdfhln&(046@BFVlnrvz(.028<Xbpt "(*46h 5aJo(hX/Fh aJo( h~aJo( h 5aJhi'eh aJo( h aJ h aJo(N0:rt8|nzdhG$H$WD`gdr dhG$H$gdrdhG$H$WD`gdE dhG$H$gdEG$H$gd dhG$H$WD`gd dhG$H$gd 6JLVXblt8:@Brt~ "$2468D\`ǽתׇzLJׇ h~aJ hEaJo( hEaJhEKHaJo( h_,aJo( hX/FaJo( h_,aJhE5aJo(hX/FhEaJo(hX/Fh_,aJo( h~aJo(h_,5aJo( hE5aJh hE5CJ aJ o( h 5aJ h aJo( h aJ0`jvz|nrvz(*bl*,.08:<>@BJN`f» h~aJ hX/FaJo(hX/FhEaJ h~aJo( hECJhX hEaJo( h aJo( hEaJo( hEaJhrhEaJo( hE5aJhE5aJo(ABLX,Jdh@&VDWDj^`gdEv.dhG$H$VDWD^v`.gd)KdhG$H$WD`gd)KdhG$H$WD`gdE dhG$H$gdEdhG$H$WD`gdX dhG$H$WD`gdrft|~LVX.>Jjp*,8<@DJN^b~ ֽhEh 5aJhEh 5aJo(hEOJQJaJo( h aJo( hEaJo( hEaJhrhEaJo(hrhEaJhE5aJo( hE5aJ>*246>@BDFHJNNPZ\ļ͓ͫ͜ąxxxxhEh OJQJaJhEh OJQJaJo(h 5aJo(hEh aJo( h~o( h~aJhEh CJaJhEh o(hEh aJhEh 5aJhEh 5aJo( h aJ h aJo( h~aJo(hEh CJ/@P\.t~:<FR$0 & F dhG$H$^gd gd  & F YdhG$H$^Ygd dhG$H$gd \^f0<JP\nx@Pn8:<FHLZrtzĸvmfmfmf h aJo(hZh aJhX/Fh aJ h~aJo(h2h OJQJhf,3h 5aJhg:h o(hNwh o( h o(hEh o(hEh 5aJo(hEh KHOJaJhEh aJo(hEh aJ5hEh 0JCJOJQJ^JaJfHq $&*4@DFRVXZ$(,02~ pr¸ܬtjjjjjhh aJo(8h 0JB*CJOJQJ^JaJfHphfffq h 5aJh2h aJo(hEh aJo(hEh 5aJo(hh{h 5aJhZh aJo( h~aJo(h 5aJo( h aJo(hZh aJhf,3h 5aJh CJaJo(' .0HJhj&(.0BN\`hltvnpz|ƿh B*\aJphh B*\aJo(phhOB*\aJo(ph h CJo( h 5aJhg:h o( h o( h Th h h Th aJ h aJo(hQ7h aJo(<(lnp$htv`vV$dhG$H$VDWDU^`a$gd $gdhG$H$WD`ga$gd dhG$H$WD`gd $dh1$G$H$a$gd dhG$H$gd gd  & F dhG$H$^gd  "$0HLT`htxz|~vz~^`tvz|vxz|󶲶ȫȫȫȫhU[h o( hU[h h jh Uh`Th aJo( h o(h 5aJo( h~aJo( h~aJh CJaJo( h 5aJ h aJo( h aJ@:<@FTVXbdhjnrtvxöݎݎ͎݄͎ݎ~w h~aJo( h~aJhZh aJo(hZh aJhX/Fh B*\aJphhX/Fh B*\aJo(phh~B*\aJo(phhJh CJo(hf,3h 5aJ h aJ h aJo(jh U h o(hU[h o( hU[h .VXZfL@ dhG$H$gd" & F dhG$H$gd $hdh-D1$M WD`ha$gd $dh-D1$M a$gd dhG$H$WD`gd dhG$H$gd gd $<@JVXZfjlpz~ @BRjn뿪mmXmXX)h!rh B*KHOJQJ^JaJph333#h B*KHOJQJ^JaJph333&h B*KHOJQJ^JaJo(ph333,h%h B*KHOJQJ^JaJo(ph333)h%h B*KHOJQJ^JaJph333 h aJo(hWth aJhWth aJo(h 5aJo(hZh aJhf,3h 5aJhh{h 5aJ" "68VXhjrtʭ}aDaDaDaDaDa9h8|h B*OJQJ^JaJfHo(phq 6h8|h B*OJQJ^JaJfHphq &h B*KHOJQJ^JaJo(ph333)h%h B*KHOJQJ^JaJph333 h aJo(8h 0JB*CJOJQJ^JaJfHphfffq hf,3h 5aJh 5aJo( h 5aJhMJh OJQJaJhMJh OJQJaJo( "@BF\^fhpr~ (*46>@Bɬɬɬɬɬɬɬɬɬɬɬɬɬɬɬɬ0h B*OJQJ^JaJfHphq 9h8|h B*OJQJ^JaJfHo(phq 6h8|h B*OJQJ^JaJfHphq 3h B*OJQJ^JaJfHo(phq 1Bfhl"&(*2<@FHLPRVX 68Fֿꭣ֭֭֭֭֭֐|||||||h h aJhQ7h aJo( h aJo( h o( h 5aJhf,3h 5aJ#h B*KHOJQJ^JaJph333,h%h B*KHOJQJ^JaJo(ph333&h B*KHOJQJ^JaJo(ph333)h%h B*KHOJQJ^JaJph3330FHXZ\|~ (*,:<>@ʋzʋtm h~aJo( h~aJhZh aJo( h aJo(hZh aJhX/Fh B*\aJphhX/Fh B*\aJo(phh~B*\aJo(phhJh CJo(hf,3h 5aJh$ h o( h_,h j%h Ujh Uh h o()@BLdhr~"&*.248:z|뿲se^ h 5aJh\h OJQJaJo(hMJh OJQJaJo(h OJQJaJh OJQJh OJQJo(h OJQJaJo(hoh OJQJhoh OJQJaJ h aJh CJOJPJhWth aJo(h 5aJo(hZh aJhf,3h 5aJhh{h 5aJ$@|H$F *    & F dhG$H$^`gd  & F dhG$H$`gd dhG$H$WD`gd dhG$H$gd  &(NPhltz $28LNRT"$ѼѸzܟphJh CJo(heh aJo(h6h aJo(hYh o(h 5aJo(hf,3h 5aJhGh aJo( h o(h hoh OJQJo(h OJQJo(hoh OJQJ h aJo(8h 0JB*CJOJQJ^JaJfHphfffq +$*46DFT ùïùʘʹ|v\3h B*OJQJ^JaJfHo(phq h CJhWth aJo(hWth aJh 5aJo(hh{h 5aJ h~aJo( h~aJhZh aJo(hf,3h 5aJ h aJo(hZh aJhX/Fh B*\aJphhX/Fh B*\aJo(phh~B*\aJo(ph# &     " & *                       & * > B J L N R V l p ƸƏƏ͊ƊmƊƊƊƊimƊh 9h6h B*OJQJ^JaJfHo(phq h o( h aJhf,3h 5aJh 5aJo( h 5aJh\h aJhMJh OJQJaJo( h aJo(3h B*OJQJ^JaJfHo(phq 0h B*OJQJ^JaJfHphq )  N       6    ~& & FdhG$H$`gd $dhG$WD`a$gd $dhG$a$gd dhWD`gd dhgd dhG$H$gd  & FdhG$H$`gd p                         * , 4 6 D yri_UyyKyhWth aJo(hWth CJo(hWth CJo(hWth CJ h~CJo(hWth CJOJPJo(hWth 5aJo(9h$ hB*OJQJ^JaJfHo(phq ho(9hh B*OJQJ^JaJfHo(phq 9h6h B*OJQJ^JaJfHo(phq h h aJo( h o(D J v               N<H|~FH秛ʂۓʓʓʓʓʓʓʓʓ} h o(hWth 5aJ hWth hWth o(hWth OJQJo(hWth OJQJaJo(hWth aJo(h CJOJPJo(hWth aJo( h~CJo(hWth 5aJo(hWth CJOJPJo(hWth CJo(1&fj&h & F dhG$H$^`gd  & FdhG$H$`gd dhWD`gd dhgd hdhG$H$^hgd  & FdhG$H$`gd $(Vdfhjt&DFFH`b̭̣•‹~~~ws~h hWth h o(hWth o(hWth 5aJhWth OJQJaJo(hWth aJo(h CJOJPJo(hWth CJo(hWth aJo(hWth CJOJPJo(hWth CJo(hWth CJ h~CJo(hWth 5aJo(-bnpr  "*46<>LzƿФФЎ}ФtНh 5aJo(hh{h 5aJ h~aJo( h aJh CJaJo( h aJo(hZh aJh3!1h CJhIkh CJ h~CJo(hJh CJo(hf,3h 5aJh h OJQJaJo(h h o(hWth o( hWth *>6F`v0tv,nz dhG$H$gd" & FdhG$H$`gd dhG$H$WD`gd dhG$H$gd dh@&VDWDj^`gdE$NV246:>@B:<\`tv뫤xkjhZh UaJj_AC hZh UVaJjhZh UaJ h aJhZh aJ h aJo(8h 0JB*CJOJQJ^JaJfHphfffq h 5aJhnh aJo(hnh aJh 5aJo(hf,3h 5aJhZh aJo((v .06:LPVrtvƾ۾xoeooeh h aJo(h h aJh)Kh aJ h~aJo(h)Kh aJo(h h 5aJh$ h 5aJo(hCnh 5aJo(h B*o(phh B*phh6h 5aJo(hZh aJ h aJo( h aJh6h aJo(hYh o( h o(%&(*,8PT^jnxzJNRTVJ^`bvz  2 ^ b     ! !"!$!.!ֶֶ֯֡֙֏hTchD5aJ hDo(h$ h aJo(h h o(h h OJQJaJo( h h h aJo(h h 5aJo( h~aJo( h~aJh h aJo(h h aJh h 5aJh h CJaJo(2zJVJ`4 "!$!t!!!!dhG$H$WDXD2^`gdD+dhG$H$^+`gdD dhG$H$gdD & F dhG$H$gd dhG$H$WD`gd dhG$H$gd dhG$H$WD`gd .!2!4!D!h!r!!!!!!!!!!!!!!"""## ###@%D%Z%%%%%%%& &j&&&&&&&&&&&&''&'4'6'8'B'F'ۼhTchD5KHaJh'MhDaJo( hHXhD hDo( hTchDhTchDo(hTchD5aJo(hTchDQJaJhTchD5aJhTchDaJhTchDaJo( h~aJo(9!##D%Z%%B&6'8'''((4(() dhG$H$gdD$ & F&dhG$H$a$gdD & F&dhG$H$gdDdhG$H$WD^`gdDdhG$H$WDXD2^`gdDdhG$H$VDWD^`gdDF'T'h'l'|'''''''''''''''(($(((,(0(4(((())) )").)0)))*******++++++++++,"$.6B﹯ù﹯UhTchD5aJhTchDaJo( h~aJo(hTchD5KHaJo(hD5KHaJo(hTchD5KHaJhTchDaJ hDaJo(D)*+L++++6tn & F(dhG$H$^`gdDdhG$H$WD`gdDdhG$H$WD`gdD dhG$H$gdD & F'dhG$H$gdDdhG$H$WDXD2^`gdDdhG$H$`gdD z Ty~T ;` e72 f[ R4 _USMOpef[NOo`f[yf[b _f[ga! Yef[vv ,g zvYef[vv/fǏf[`N ;pf[uvR (u~Tv``TelW{Qf[uRgT㉳QvR0Of[u_0R%Ny, 2012. P. J. Cameron, Combinatorics: topics, techniques, algorithmsq_pSHr , SN: Nl5uQHr>y, 2009. R. P. Grimaldi, Discrete and combinatorial mathematics: an applied introductionFifth edition (q_pSHr , SN: yf[QHr>y, 2012. bS_o, ~Tpef[, SN: nNS'Yf[QHr>y, 2002. zS18_010410 z TyVSvQ^(u ;` f[ e72 f[ R4 _USMOpef[NOo`yf[f[b _f[ga! Yef[vv V-Nv hb wy, 1984. _Of, VSvQ^(u,{NHr , T: -NVyb'Yf[QHr>y, 2004. zS18_010406 z TyNpeV ;` f[ e72 f[ R4 _USMOpef[NOo`yf[f[b _f[ga! Yef[vv ,g zvYef[vv/fOf[uf[O(uNpevelxvzVv'`(TyrpOf[uccvsQVvp O0 O0'_ O0ݍy Ov[INSُNVv Tgv~gSvQ'`(O(uvvb]egYt6pe'YvV v^NVQYsQNNpeVeTvxvzsr up;m0WbЏ(uf[Q[ NvsQwƋp@wKb ۏLmNekvxvz0 Yef[Q[ ,{Nz㉤0s0WvW,gi_,{Nzy, 2014. _ff, gP[_ NQ , SN: yf[QHr>y, 1987. C. Godsil, G. Royle, Algebraic graph theoryq_pSHr , SN: NLuVfNQHr>y, 2014. zS18_010417 z Ty~TQ~t ;` f[ e72 f[ R4 _USMOpef[NOo`yf[f[b _f[gb! Yef[vv z;NxvzQ~N bvSRNSW TNޏQ~v~g0'`(SvsQxvzۏU\0Ǐ zvf[`N Of[uccQ~vVel N㉅zeSOQ~0KautzQ~0StarQ~0k-܏zeSOQ~I{W TQ~-N gsQޏ'`0SL]eQ'`0Q~h'`I{vsQvxvzۏU\ ccN,vxvzelW{Qf[urz`vRTc"}MRlvR0 Yef[Q[ ,g z|~N~NޏQ~bQb~gTRg-NvW,g~TtTel0Q[SbQ~NVvW,gi_ Q~'`vW,g^ϑQ~vW,gSRTelY~V CayleyT{aS?Qel gNW TvQ~bQb~gYzeSOQ~ de BrujinQ~ KautzQ~ _sQ~I{ T[NvW,g~g'`(NSTyc^[Q~Rg-NvW,g^ϑSpeY1ulScpe0[v_0[v_0P6Rv_0ݍyc6Rpe0P6Rޏ^ vW,gt0xvzۏU\Tgebg0 YePgS;NSfNv J. M. Xu, Combinatorial theory in networks q_pSHr , SN: yf[QHr>y, 2011. sN, Ngvf, hgsf, NޏQ~v[L]eQ, SN: yf[QHr>y, 2012. J. M. Xu, Topological structure and analysis of interconnection networks, London: Kluwer Academic Publishers, 2001. L. H. Hsu, C. K. Lin, Graph theory and interconnection networks, Florida: CRC Press, 2008. sN, g N:N, Q~ޏ'`vgOS, SN: yf[QHr>y, 2009. zS18_010120 z Tygy, 2010. R. Sedgewick, K. Wayne, AlgorithmsFourth editor (q_pSHr), SN: Nl5uQHr>y, 2011. K. Mehlhorn, P. SawdersW, [yga, 0uimы, {lNpenc~g, SN: nNS'Yf[QHr>y, 2013. zS18_010409 z Tyycepef[ ;` f[ e72 f[ R4 _USMOpef[NOo`yf[f[b _f[gIV Yef[vv ycepef[/fW{Qf[uba`~T%N[ibRv }(~ z0 zvvv/fOf[u'}[~TNN :NvQ[TyW@x zZP}YTypef[wƋvQY Te_NOf[u|QwQ_bR0,g z;`vh/f~f[uwQ g%N[v`~el %Ny, 2011. _mx, ycepef[, SN: ؚI{YeQHr>y, 2003. *mQ, ycepef[, fkIl: NS-Nyb'Yf[QHr>y, 2000. B. Kolman, R. C. Busby, ycepef[~g, SN: ؚI{YeQHr>y, 2001. ? }N, ycepef[Ye z, SN: SN'Yf[QHr>y, 2003. zS: 18_010114 z Ty: sNRgt ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: b! Yef[vv Ǐ,g zvYef[ O_f[uYNNNR_~:NyRe zTGY_yRe zv[Ev̀of RekccyRe zTGY_yRe zvW,gxvzel0ǏcNNsNRgvtNel Of[uRekN㉰sNRgtvpT :Nf[uۏNekf[`NvsQtSb NNb[vW@x0 Yef[Q[ f[uccwSy0FourierSbc EMBED Equation.DSMT4 t0FourierSbcv EMBED Equation.DSMT4 tNPlancherel[t EMBED Equation.DSMT4 vvTR0tTQpe0tTQpe(WLaplacee z-Nv^(u0SR_~:NyRe zTGY_yRe zv gsQ[E Sbce\t-Nv gsQI{0yRe zTGY_yRe zvW,gel0 YePgS;NSfNv 1. hTl:_, TRgIN, SN: SN'Yf[QHr>y, 1999. 2. ׂtQ, TRgSvQ(WOP_Re z-Nv^(u,{NHr , SN: yf[QHr>y, 2004. zS: 18_010120 z Ty: ^~'`Rg ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: c! Yef[vv Ǐ,g zvf[`N Of[u_ 0^~'`Rg 0vW,gtNel SOO0RYt~'`e zT^~'`e zv_ T TeOf[uvpef[Rg{|vW,gbۏek_0RR:_ N [^~'` g|EmvƋNNv^NYYtNN{USv^~'` :NNTNN gsQvyf[xvzSb No}YW@x0 Yef[Q[ Blcc{P[vޏ~'`N gLu'`0hQޏ~0{P[vF_RNG_R0Qpe[t0 Brouwer ^0Leray-Schallder^0 NRp[t0% % fPv NRpcpe0%S)N%b8O NRp[t0SRl0[hQ^~'`birWe zvg0[hQ^~'`birWe zRy, 2001. 3. bNY, HQN, ^~'`lQRg_, pQ]: pQ]'Yf[QHr>y, 1998. zS: 18_010121 z Ty: yRs^bl ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: a! Yef[vv Ǐ,g zvf[`N Of[uNNccTy{|Wvgy, 2005. 2. L. H. Ji, Geometry and analysis (Vol.I), SN: ؚI{YeQHr>y, 2010. 3. L. H. Ji, Geometry and analysis (Vol.a!), SN, ؚI{YeQHr>y, 2010. 4. T. H .Colding and W. P. .Minicozzi, Minimal surface,IN . zS: 18_010124 z Ty: Ricci Flow ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: c! Yef[vv Ǐ,g zvf[`N Of[uNRicci flowvW,gi_ W,g[t Of[uf[O(uЏRv‰pSRg ㉳Qv^NOf[uf[O(uRicciAmteg㉳Q(WΞfQUOT N~bQb-N*g㉳Qv Of[ucpef[vMRlt :NNTvۏNekf[`NSb NW@x0 Yef[Q[ ;NccΞf^ϑ0ΞfT~0Ξffs0OSS[pe0Y_R0Bochner lQ_0'_v,{NSRlQ_0'_v,{NSRlQ_0Km0W~0cpe f\0Km0WAm0fs _ϑvS^ibcee z0Ricci Am0Ricci AmvTyS^(u. YePgS;NSfNv 1. B. Chow, P. Lu, L. Ni, Hamilton's ricci flow, New York: Science Press, 2006. 2. D. Glickenstein, Precompactness of solutions to the ricci flow in the absence of injectivity radius estimates, Geom.Topol. 7 (2003) 487 510. 3. B. Chow, Yamabe flow on locally conformal flat manifolds, Comm. Pure Appl. Math. 45 (1992) 1003 1014. zS: 18_010505 z Ty: {:g^(u ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: a! Yef[vv Ǐ,g zvf[`N Of[uccRTMATLABvW,gd\O q~O(uRۏLpey, 2014. __R, hgVy1j, MATLABYe z, SNSN*zz*)Y'Yf[QHr>y, 2015. L. Torgo, pencccNR, SN:gh]NQHr>y, 2013. C.B. Moler,;N, MATLABpey, 2006. zS: 18_010506 z Ty: 8hel ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: III Yef[vv Ǐ,g zvf[`N, Of[uN8helN!j_RgvW,gi_ t8hv'`( ccGram-Schmidtl0QRlTCholeskylI{yr_zz-NvW,g{l q~^(u;NbRRg0xQWvsQRgI{yr_RlZP!j_Rg0 Yef[Q[ |~!j_RgvW,gi_ 8helvW,gi_T'`(Sbyr_zz-Nv~'`VR_08helv!jWW'` 8hv'`(0cNg RademachertOf[uccWN8hv{|v!j_3z['`hKmelccyr_zz-NvW,g{l wQSOSbGram-Schmidtl0QRlTCholeskylI{cc)R(uyr_RlZP!j_Rgvel wQSOSb;NbRRg0xQWvsQRg0Fisher$R+R_RgI{0 YePgS;NSfNv J. Shawe-Taylor, N. CristianiniW, ussы, !j_Rgv8hel, SN: :gh]NQHr>y, 2006. N. Cristianini, J. Shawe-Taylor, An Introduction to support vector machines and other kernel-based learning methods, Cambridge: Cambridge University Press, 2000. zS: 18_010125 z Ty: w5~gRg ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: II Yef[vv Ǐ,g zvf[`N Of[uNTyT7h~gvw5SvQyrp w5vW,g[t ccw5t-N8^(uvNNW,g~bN~gYyr_y, 2006. zS: 18_010412 z Ty: ^~'`c6R|~[ ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: III Yef[vv 1uN YBgv]NǏ zc6R|~'Y/f^~'`v Vdk ^~'`c6Rteg_0R^l͑ƉT^(u0,g zhQb0WN~N^~'`c6Rt-NvW,gQ[v^S_N~NNNяN^~'`t0Ǐ,g zvf[`N Of[ucc^~'`c6RtvW,g``TW,gb/g N㉞[Ec6R|~v YBg'` m;Rt㉿~'`tT^~'`tv:S+RNT| cؚЏ(u^~'`c6Rel㉳Q[E YBgc6RvR0 Yef[Q[ N^~'`vi_ ^~'`R`v YBg'`t㉌TccN6|~vvs^bRglt㉌TccLyapunov3z['`tvvsQi_T[tLyapunov3z[v[IN Lyapunov3z['`[t N3z[[tt㉌TccLyapunov3z['`[tv^(ug LyapunovQpevel |~Ǐ!nǏ zST(v0O ~[3z['`t㉌TcceQ Q3z['`vvsQi_T[tPopov~[3z['`$Rnc en'`Rg \Xv[tt㉌TccS~gc6RvelN^~'`|~v_RQUOc6RelNяN^~'`tv{N0 YePgS;NSfNv 1. J. E. Slotine, W. Li W, zNU\ы, ^(u^~'`c6R, SN:gh]NQHr>y, 2006. 2. Q~/O ^~'`c6R|~RgN, WSNNWS'Yf[QHr>y, 1990. 3. ؚ:Np, ^~'`c6R|~[, SNyf[QHr>y, 1991. 4. A. Isidori, Nonlinear control system: an introduction, New YorkSpringer-Verlag, 1985. zS: 18_010413 z Ty: hc6RtS^(u ;` e: 54 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: III Yef[vv ,g zvYef[vv/f:NNf[ucchc6RtvW,gi_TW,gel ͑pf[`Nc6R|~vhb/g Ncؚ|~vh'`Tbr^pbRǏ,g zvf[`N Nяt^eghc6RtS^(uvgebg Of[umeQ0Rhc6RtN^(uxvzvMRlW \HQۏvc6Rel(uN㉳Q] zc6R0 Yef[Q[ ,g z;NN~sNhc6RtvW,g``SvQMRlWvtN^(ubg Sb N*NR,{NRN~ gsQW@xwƋ Sbpef[W@x03z['`0 gLu'`T6e[e'`vW,g[t0wQ g Nnx['`v|~vcelNSh3z[Nh'`QRvagN,{NRN~~'`S^~'`hc6Rvtbg vQ-N~'`hc6RmSNHewzc6RNSI{:NNhv~xQt^~'`hc6RR;NN~hG[ThL2 h^c6RvW@xtNMRlbg,{ NRN~ Ntbg(W:gh|~05uRS5uR5uP[I{|~-Nv[O YePgS;NSfNv huO, 3u, R^_, sNhc6RtN^(u,{NHr , SN: nNS'Yf[QHr>y, 2008. 2.  HYPERLINK "http://book.jd.com/writer/%E8%A4%9A%E5%81%A5_1.html" \t "_blank" eP, Oz,  HYPERLINK "http://www.dangdang.com/author/%CB%D5%BA%EA%D2%B5_1" \t "_blank" ς[N,  HYPERLINK "http://item.jd.com/10751738.html" \t "_blank" hc6RtS^(u, mg]: Ym_l'Yf[QHr>y, 2007. 3  HYPERLINK "http://www.amazon.cn/s/ref=dp_byline_sr_book_1?ie=UTF8&field-author=%E9%BB%84%E6%9B%BC%E7%A3%8A&search-alias=books" Ğfx, hc6RtS^(u, T\n: T\n]N'Yf[QHr>y, 2007. 4.  HYPERLINK "http://www.dangdang.com/author/%CE%E2%C3%F4_1" \t "_blank" 4TOe,  HYPERLINK "http://www.dangdang.com/author/%BA%CE%D3%C2_1" \t "_blank" UOR,  HYPERLINK "http://www.dangdang.com/author/%D9%DC%BD%F5%BB%AA_1" \t "_blank" XO&NS, hc6Rt, SN:  HYPERLINK "http://www.dangdang.com/publish/%B8%DF%B5%C8%BD%CC%D3%FD%B3%F6%B0%E6%C9%E7_1" \t "_blank" ؚI{YeQHr>y, 2010. 5.  HYPERLINK "http://www.dangdang.com/author/%CB%D5%BA%EA%D2%B5_1" \t "_blank" ς[N, hc6RW@xt, SN: yf[QHr>y, 2010. 6.  HYPERLINK "http://www.amazon.cn/s/ref=dp_byline_sr_book_1?ie=UTF8&field-author=%E7%8E%8B%E5%A8%9F&search-alias=books" sZ,  HYPERLINK "http://www.amazon.cn/s/ref=dp_byline_sr_book_2?ie=UTF8&field-author=%E5%BC%A0%E6%B6%9B&search-alias=books"  _m,  HYPERLINK "http://www.amazon.cn/s/ref=dp_byline_sr_book_3?ie=UTF8&field-author=%E5%BE%90%E5%9B%BD%E5%87%AF&search-alias=books" _VQ, hc6RtS^(u, SN: 5uP[]NQHr>y, 2011. zS: 18_010503 z Ty: ~f[`N ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: a! Yef[vv Ǐ,g zvf[`N Of[ut~f[`NvW,gi_vcwf[`N0~f[`N0ckRS0NSh0lS]0ǏbT!jW bI{ cc~f[`N-N8^(uvNNel yr+R/fvcwf[`Nelaw:g0kяl04g }Sel0QV{h0;eVR_Ng'Yq!jW0/ecTϑ:g0cGSel0EM{lI{ q~Џ(u~f[`NvelۏLpencvRgN~T0 Yef[Q[ f[ut~f[`NvW,gi_ Sbvcwf[`N0~f[`N0ckRS0NSh0lS]0ǏbT!jW bI{ cc8^(uv~f[`Nel Sbaw:g0kяl04g }Sel0QV{h0;eVR_N g'Yq!jW0/ecTϑ:g0cGSel0EM{l0l\S+Y!jWTagN:g:WI{0 YePgS;NSfNv Ng* ~f[`Nel SNnNS'Yf[QHr>y 2012. V. VapnikW ^NS0 _f[]ы ~f[`Nt SN5uP[]NQHr>y 2004. CNlb 0upg /ecTϑ:g  t {lNbU\ SNyf[QHr>y 2009. zS: 18_010402 z Ty: ^(ugOc6R ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: `! Yef[vv Ǐ,g zvf[`N Of[uN㉮_RRR|~gOc6RtvW,gi_ tv^ccSRl Pontryaging'Yy 2006. 20Ng O_l l^[, gOc6R, SNؚI{YeQHr>y 2011. 30k][o [gq:_, gOSNgOc6R, [[N'Yf[QHr>y 2009. 40sR, gOc6R  t0elN^(u, SN ؚI{YeQHr>y, 2011. zS: 18 _010511 z Ty: N6-iWe z ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: II Yef[vv Ǐ,g zvf[`N Of[uY|~vN㉰sNRgel(W-iWWOP_Re z-NvwQSO^(u cc-iWWe zvW,gb]0:NNTNN-iWWe zvxvzSb No}YvW@x0Blf[u[N6~'`-iWWe zv~xQ~g Yg'Yy 1991. D. Gilbarg, N.S. Trudinger, Elliptic partial differential equations of second order New York: Springer-Verlag, 2003. R.Adams J. Fournier, Sobolev Spaces, New York: Acdemic Press, 2003. zS18_010415 z Ty: R/et ;` f[ e: 72 f[R: 4 _USMO: pef[NOo`yf[f[b _f[g: a! Yef[vv Ǐ zvf[`N Blf[uccr^xQW[ONgexvzbgv~Tven_Re zvR/etS^(uvwQSOЏ(u f[OTbc^~'`RRf[xvzvW,gel Of[uSOO0RYUO)R(u] gvtel^zNNwQ genvUcߘ|~0 Ogu!jW0^y~Q~!jWI{|~ m;RNTy!jW,g(v_ TKNY Yup;mc^^(u@bf[elRg@b^z!jWvYyR/e'`( f[uwQ g)R(upef[oNR{vR0 Yef[Q[ Nen_Re zvW,gt ccNNcpeYy_e z9hvR^Rgel ccYUORgen_Re zvHopfR/eNen|~vhQ@\HopfR/eNhTg㉄v'YVX[(W'`cc-NzW_Re zvR/etv^laN^-NzW|~vR/etv]_ccen_Re zvؚYO~R/eelTb]0 YePgN;NSfNv 1. OOpg,  HYPERLINK "http://www.dangdang.com/author/%CD%F5%BA%E9%B1%F5_1" \t "_blank" s*mn,  HYPERLINK "http://www.dangdang.com/author/%BD%AF%CE%C0%BB%AA_1" \t "_blank" kSNS, en_Re zvR/etS^(u, SN: yf[QHr>y, 2012. 2. Y. A. Kuznetsov, Elements of applied bifurcation theory, New York: Springer-Verlag, 1995. 3. [, RR|~vhTgNR/et, SN: yf[QHr>y, 2002. zS 18_010421 z Ty^~'`SU\e z ;` e72 f[ R4 _USMOpef[NOo`yf[f[b _f[ga! Yef[vv Ǐ,g zvf[`N OUxXuYN㉿~'`SU\e zvN,Fhg ccYt^~'`SU\e zteSOS㉄vnяb_`vNNelNb]Y~'`{P[JSt tScc z-N@bel v^^(u0RwQSOe z :NNNۏNekf[`NSxvzSb NN*No}YvW@x0 Yef[Q[ t:_ޏ~JSvW,gi_baCauchyvtSvQ^(u ;NSbJSvW,gwƋS^(u0peޏ~JSSvQP[{|0<яTpbR01 f\T3z['`0^P!kCauchyI{0:NNTvyxSb}YW@x0 YePgS;NSfNv 1. sfe, {P[JSNSU\e z, SNyf[QHr>y, 2006. 2. A. Pazy, Semigroups of linear operators and applications to partial differential equations, New YorkSpringer-Verlag, 1983. 3. hT?tQ, sޏe, ~'`{P[JStS^(u, NmWSq\Nyf[b/gQHr>y, 1994. zS18_010420 z TySobolevzz ;` e72 f[ R4 _USMOpef[NOo`yf[f[b _f[gI Yef[vv Sobolev zzvW,gt/fxvzOP_Re zvtTpey, 2013. 2. R. A. Adams, J. F. Fournier, Sobolev spaces (Second edition), New York: Academic Press , 2003. 3. G. Leoni, A first course in sobolev space, Rhode IsIand: AMS, 2009. zS18_010510 z TyTRg ;` e72 f[ R4 _USMOpef[NOo`yf[f[b _f[gII Yef[vv TRg/fsNpef[v8h_xvzWKNN yr+R/fOP_Re z0㉐gpe0pef[irt0] zyf[I{xvzWv͑]wQ0Ǐ,g zvf[`N OxvzuY[TRg-NW,gxvzelSVQYxvzsr g@bcc N :NNTvxvz]\OSb No}YvW@x0 Yef[Q[ cc EMBED Equation.KSEE3 \* MERGEFORMAT 0 EMBED Equation.KSEE3 \* MERGEFORMAT NSX^INQpe NvFourierSbc NFourierSbc[INNS'`(0NTQpev'`(0PoissonyRvyr_0Hardy-Littlewoodg'YQpe0Besicovitchv0TQpev^RT6e[e'`0!kTQpe0cc{P[cy, 1999. 4. ׂtQ, TRgSvQ(WOP_Re z-Nv^(u (,{NHr), SNyf[QHr>y, 2004. zS18_010414 z Ty: pef[u`f[t ;` f[ e: 72 f[R: 4 _USMO: pef[NOo`yf[f[b _f[g: a! Yef[vv Ǐ[pef[u`f[tُ zvf[`N Of[uRekNpef[u`f[!jWv^!j`` wST{|RS^Qpevuirf[aIN Y^zNNwQ g Ogu06k~g0 QbenI{V }vu`f[!jW v^cc[wQ gޏ~SϑvN~0 N~NSؚ~vu`f[!jW3z['`NS[NN|~YVolterra KolmogorovvhTg㉌Tc~uX[03z['`I{'`(vRgel0 Yef[Q[ RekNNNUSy!jW0$Ny!jW0 N*NybY*Ny@b~bv=u`|~vpef[!jW0^enbenW6k~g!jWvh_Suirf[+TINccޏ~eeb genvUSy!jWv3z['`0USyS^ibce!jWvs^a㉄v3z['`cc$Ny!jWvxvzYLotka-Volterra!jWvhQ@\3z['`0wQ g8^peUcߘ!jWv['`Rg0wQ genvޏ~T]Re zv3z['`I{NwQenv YBgu`|~v3z['`NgPsvRgelN㉛\\u`f[!jW0Beddington-DeAngelisW6k~gbYenv6k~gUcߘ ߘu|~xvzccwQ gzzibcev6k~g!jWY^enWޏ~ibce6k~g!jWxvzel0 YePgN;NSfNv 1. HpQj, pef[u`f[!jWNxvzel, b: V]yf[b/gQHr>y, 2003. 2.  HYPERLINK "http://book.jd.com/writer/R܀:__1.html" \t "_blank" R܀:_,  HYPERLINK "http://book.jd.com/writer/HpQj_1.html" \t "_blank" HpQj, 6k~gyuir!jWNxvz, SN: yf[QHr>y, 2010. 3.  HYPERLINK "http://book.jd.com/writer/[e[_1.html" \t "_blank" [e[, 퐢~^, ^TN, Q_Re ztSvQ^(u, SN: yf[QHr>y, 2011. 4.  HYPERLINK "http://book.jd.com/writer/P ^g_1.html" \t "_blank" P ^g, 땝[:_, RM܀, ^~'` Q_R|~, SN: yf[QHr>y, 2008. zS: 18_010128 z Ty: ^~'`-iWWe zsNel ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: III Yef[vv Ǐ,g zvf[`N Of[uN㉰sN^~'`Rgyr+R/fbQbelTSRelvW,gi_0W,gtTW,gel q`TccُN^~'`]wQ(W^~'`OP_Re z-NvwQSO^(u W{Q~TRgT㉳QvR N㉰sN^~'`RgT^~'`OP_Re zvxvzMRlSSU\R`0Ǐf[`N,g z f[u^Ya^~'`-iWWe zvNNxvze :NNTv]\OTf[`N`Y[o}YvW@x0 Yef[Q[ Banach zz_Rf[0-iWWe zvW,gt Sobolev L]eQ[t0 N6~'`-iW{P[vyr_y 2010t^. 2. D. Gilbarg, N.S. Trudinger, Elliptic partial differential equations of second order, New York: Spring-Verlag, 2003. 3. A. Ambrosetti, A. Malchiodi, Nonlinear analysis and semilinear elliptic Problems, Cambridge: Cambridge University Press, 2007. zS: 18_010128 z Ty: S^ibcee z ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: III Yef[vv Ǐ,g zvf[`N Of[uNS^ibcee zvW,gi_0W,gt0W,gb] q`Tcc8^S^ibcee zv[QSvQtRg0cknxt㉌TccsN^~'`Rgvb]YUSel0bQb^TR/eel0vs^blI{YUO^(u0RwQSOv!jWe zKN-N0Ǐ,g zvf[`N f[u^wQ g:_vN[E-N^zTvpef[!jWvR v^)R(uTy^~'`Rgvb][!jWۏLTyxvz kNُf[yvxvzsrTpp :NT~ zvf[`NbۏeQ[ExvzSb No}YvW@x0 Yef[Q[ Ll0Ll㉄vW,g'`(0lMR㉄vX[(W'`T/UN'`0g'Yy 2011 HYPERLINK "http://www.dangdang.com/author/J.Smoller_1" \t "_blank"J. Smoller, olTS^ibcee z (,{NHr) SN HYPERLINK "http://www.dangdang.com/publish/%CA%C0%BD%E7%CD%BC%CA%E9%B3%F6%B0%E6%B9%AB%CB%BE_1" \t "_blank" NLuVfNQHrlQS 1999. D. Gilbarg, N.S. Trudinger, Elliptic partial differential equations of second order New York: Springer-Verlag, 2003. zS: 18_010131 z Ty: Џy{f[W@x ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: II Yef[vv cknxtЏy{f[vel ccЏy{f[teSOOS``cc~'`ĉR0tepeĉR0Џ0R`ĉRI{W,g!jWvRTyrp q`vQ^!jagN0ekTv^vb] 9hnc[ÈofbaQS_vЏy{f[!jW q~ccTy!jWyr+R/fnx['`!jWvBl㉹el v^[Bl~g\O{USRgccNW,g!jWvsQvW,gi_SW,gSt ZP0R`npf0i_fnxwQ gRekЏ(u 0Џy{f[W@x 0``TelRg0㉳Q[EvR0 Yef[Q[ Џy{f[W@x/f^(upef[v͑R/eT{t{|,gy͑vf[yW@xKNN0Ǐ,g zvf[`N Of[uNЏy{f[W,g!jWNel Sb~'`ĉR0tepeĉR0R`ĉRI{!jW ccЏy{f[teSOOSv``Tr^[ϑRgvOSb/g cknx^(uT{|!jWRg0㉳Q NASR YBgv[E SbЏ0DnRM0uNN.X[0 ̀SI{0 YePgS;NSfNv ЏCg Џy{f[W@xS^(u,{NHr SNؚI{YeQHr>y 2008.  HYPERLINK "http://www.dangdang.com/author/%CB%EF%CE%C4%E8%A4_1" \t "_blank" Y[e\t  HYPERLINK "http://www.dangdang.com/author/%D6%EC%B5%C2%CD%A8_1" \t "_blank" 1g_  HYPERLINK "http://www.dangdang.com/author/%D0%EC%B3%C9%CF%CD_1" \t "_blank" _b$ Џy{f[W@x SNyf[QHr>y 2013. ЏCg Џy{f[`NƖ,{VHr SNnNS'Yf[QHr>y 2010. zS: 18_010414 z Ty: w5RgN^(u ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: II Yef[vv Ǐ,g zvf[`N Of[u(W,gy@bf[`NǏvؚI{NpevW@x NEQRNw5RgvW,gi_ ccw5Rg-NvNNW,gSt f[O^(uw5tegYtvsQvf[y-Nv0 W{Qxvzuvba`~N;ctR cؚxvzuvpef[ }{Q0(W͑Ɖpef[v Te :_pef[i_virt0Rf[I{[Èof W{Qxvzu^(upef[wƋ㉳Q[E] zb/gvR0:Nf[`NT~ z0_U\yf[xvzSb}YW@x0 Yef[Q[ ͑p/f~'`zzNQyzz0~'` f\N~'`Sbc0w5Nw5vJordanhQb_0RI{w5Nw5vVP[R0Hermitew5Nck[w50TϑNw5vpe0yrkw50w5yr_y, 2005. 2 _$ w5RgN^(u, SN: nNS'Yf[QHr>y, 2004. 3Ğ^]y, [, Ngcko, w5t, SN: ؚI{YeQHr>y, 2003. 4 A.Roger, R. Johnson, Topics in matrix analysisq_pSHr , SN: Nl5uQHr>y, 2005. zS: 18_010204 z Ty: hQ@\OSel ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: b! Yef[vv Ǐ,g zvf[`N Of[uNhQ@\OSelvW,gi_ W,gSt cchQ@\OS-N8^(uvNNW,gelTb] YQ0Y<яl R/e[Lul Rl W O{l |P[{lI{ q~Џ(uhQ@\OSvW,gStTelegYtvsQvhQ@\OS0 Yef[Q[ cknxthQ@\OS-NvW,gi_hQ@\gO hQ@\gO

y 2006. 3. C.A.Floudas, Deterministic global optimization: theory, methods and applications, Boston, Kluwer Academic Publishers, 2000. zS: 18_010134 z Ty: pef[ĉRa! ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: a! Yef[vv ,g z/fpef[ĉR`! zv^8O Ǐ,g zvf[`N Of[uN㉦~_gOSvgO'`agNSbN6TN6gO'`agN cknxt㉌TccN!kĉRvBl㉹el cc~_gOSvSLelTZQpeelNS^RN!kĉRel NYvhĉR QUOĉRTtepeĉR0 Yef[Q[ ccTq~Џ(u~_gOSvgO'`agNI{_~_gOSvN6gO'`agN0 NI{_~_gOSvN6gO'`agNQĉRvgO'`agNNS~_gOSvN6gO'`agN0cknxt㉌N!kĉR ccN!kĉRvBl㉹el0ccTq~Џ(u~_gOSvSLelBlOS0ccTЏ(u~_gOSvZQpeelYpZ0QpZ0XNP[l Bl㉦~_gOS0t㉌TccЏ(uSQPelBl㉦~_gOS NYvhĉR QUOĉRTtepeĉRS:gĉRI{0 YePgS;NSfNv s[>N OCNNS ^~'`gOStNel SNyf[QHr>y 2012. H[g gOStNel SNnNS'Yf[QHr>y 1989. Y[\s Ngz tepeĉR SNyf[QHr>y 2010. K. M. Miettinen, Nonlinear multiobjective optimization, Boston: Kluwer Academic, 1999. zS: 18_010204 z Ty: zf{l ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: III Yef[vv zf{l/fN]zfxvzWvN*N͑R/e S_MR zf{ck(WRSU\ xvzzf{vWASR;mÍ0Ǐ,g zvf[`N Of[uN N Tzf{lvW,gStS^(uccYyzf{lvmTV{euS9eۏceYO(u@bf[{l㉳Q]xvzWv[E0 Yef[Q[ Blf[uccTysNzf{lvwn0St0!jW0'`RgS9eۏV{eu SbOS{l0|P[OS{l0$kpk{l0^7d"}{l0TXd"}{l0]RۏS{l0:gن{l0~̃ʼnߘ{lSY`{lI{Y(uُNzf{l㉳Q[E $\vQ/fTyb__vOS0 YePgS;NSfNv use  HYPERLINK "http://book.jd.com/writer/%E6%9D%A8%E6%96%B0%E7%A4%BE_1.html" \t "_blank" hge>y  HYPERLINK "http://book.jd.com/writer/%E5%88%98%E5%88%A9%E5%BC%BA_1.html" \t "_blank" R)R:_ etQCQ/TS_OSel SNyf[QHr>y 2013. ؚs 9\_U sNzfNu{lSvQ^(u SNyf[QHr>y 2011.  HYPERLINK "http://book.jd.com/writer/%E6%A2%81%E6%97%AD_1.html" \t "_blank" he  HYPERLINK "http://book.jd.com/writer/%E9%BB%84%E6%98%8E_1.html" \t "_blank" Ğf sNzfOSmT{lSvQ^(u SN5uP[]NQHr>y 2011. zS: 18_010136 z Ty: w5{ ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: III Yef[vv Ǐ,g zvf[`N Of[uEQRNw5{vW,gi_ ccw5{-NvNNW,gSt W,gel v^f[O^(uw5{tegYtvsQvf[y-Nv0 W{Qxvzuvba`~N;ctR cؚxvzuv{pef[ }{Q0(W͑Ɖw5{W,gelW{Qv Te W{Qxvzu^(uw5{vW,gel㉳Q[E] zb/gvR0:Nf[`NT~ z0_U\yf[xvzSb}YW@x0 Yef[Q[ ͑p/fBl㉿~'`e z~vvclTNl ~'`g\NXN qQmh^l Blyr_y, 2009. 2. _he, w5{vtNel, SN: SN'Yf[QHr>y, 1995. 3. _he, _l, w5{mQ, SN: ؚI{YeQHr>y, 2011. zS: 18_010208 z Ty: QRg ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: a! Yef[vv Ǐ,g zvf[`N Of[utQRg-NQƖ0QQpeI{W,gi_ ccIQnN^IQnOS0JS[ĉRI{T{|OSvgO'`t03z['`t0upOe^Rg0[vP'`tNSvsQvQRgW@xI{W,g[t NSR NI{_0^~'`NeNSGWa~_gpef[ĉRI{GWavge~g0 Yef[Q[ cknxtQRg-NvW,gi_QƖ QQpe %Ng% qQmQpe !kh^ pƖ f\TUS f\ cc{{USQpevqQmQpeT!kh^vel0ccTq~Џ(ugOSvTygO'`agNT~_gĉ0cknxtgOSv[vP'`tSbLagrange[vPTFenchel[vP 0NsQNGWavgebgSR NI{_NNe MPEC 0 YePgS;NSfNv M. Fukushima W g5NS ы ^~'`gOSW@x SNyf[QHr>y, 2011. R. T. Rockafellar, Convex analysis, Princeton: Princeton University Press, 1970. D. P. Bertsekas, Convex analysis and optimizationq_pSHr SNnNS'Yf[QHr>y 2006. zS: 18_010137 z Ty: JS[ĉR ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: b! Yef[vv Ǐ,g zvf[`N Of[uNJS[ĉRvW,gi_ W,gt ccJS[ĉR-N8^(uvNNW,gSt[vP'` SL'` gO'`agN ㉄v/UN'` ~_gĉ 3z['`NupOe'`Rg Џ(uJS[ĉRvtegYtvsQv[E^(u Ngb_TxvzWvgMRl0 Yef[Q[ cknxt㉿~'`JS[ĉRv!jWNW,gi_0ccTq~Џ(u~'`JS[ĉR-NvW,g[t[vP'` SL'` gO'`agN ㉄v/UN'`0q`TN^~'`JS[ĉRv!jWNW,gi_0ccTq~Џ(u^~'`JS[ĉR-NvW,g[t[vP'` N6SN6gO'`agN Robinson~_gĉ 3z['`NupOe'`Rg0NJS[ĉRvxQW^(u YVv@wr0ϑP[{0g'YRrR0N!k̀S0w5yg\S0N!kw5OSI{0 YePgS;NSfNv 1. OCNNS Wꁎp JS[ĉR SNSNN'Yf[QHr>y 2014. 2. _zkS %~_gOS SNyf[QHr>y 2010. 3. A.Roger, R. Johnson, Topics in matrix analysisq_pSHr , SN: Nl5uQHr>y, 2005. zS: 18_010208 z Ty: gOS(W[E-Nv^(u ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: III Yef[vv Ǐ,g zvf[`N f[uYq~ccgOS(WbD~TS~Nmu;m-Nv^(u NvQ(WONuNЏ%SOQ~-Nv^(u Y)R(ugOSvvsQwƋ㉳Q:ghLN-Nv[E q`{USvcT gR|~ ccS)awt YЏ(ugOSvelg ͑^{l )R(u͑^{l͑^OS0 Yef[Q[ f[ucknxtgOS(WbD~TS~Nmu;m-Nv^(u0q~ccYvhgOSvW,gSt0q`TNgOS(WONuNЏ%SOQ~-Nv^(u0ccTq~Џ(uc-Nv!jWUS gRzc!jW Y gRzc!jW ^l\S+Yc!jW yceec!jW 9(u!jW0cknxЏ(ugOSel(WOSYt-Nv^(u N㉋S)awt YYt{USvOS0 YePgS;NSfNv 1. y gOSelSvQ^(u SN HYPERLINK "http://book.jd.com/publish/%E9%AB%98%E7%AD%89%E6%95%99%E8%82%B2%E5%87%BA%E7%89%88%E7%A4%BE_1.html" \o "ؚI{YeQHr>y" ؚI{YeQHr>y 20070 2. F OI c,{NHr SNSN5u'Yf[QHr>y 20090 3. Y. Eldar, G. Kutyniok,Compressed sensing: theory and applications, Cambridge, Cambridge University Press 2011. 4. A. Antoniou, W.S. Lu, Practical optimization algorithms and engineering applications, New York, Springer-Verlag 2010. zS: 18_010111 z Ty: NgNNgNpe ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: II Yef[vv ,g z/f_RQUOeTSvQ[vsQeTvNN O0Ǐ,g zvf[`N Of[uNNgSvQNgNpevW,gi_0W,g[t :NۏNekf[`Nv^vNwƋYNg Nv_RQUO0P'`zzN[yzzI{ `Y[N[vW@x0 Te ,g z؏\xvzuvf[`NR~\O:NNy;NQ[0 Yef[Q[ t,g z-N@bmSvW,gi_ SbNg0]S yR0]S NS'`0 NSTϑ:WSNgvNgNpe0NgSNgNpe T`0NgP[SNgP[Npe0USSpeP[0Maurer-Cartanb__S~ge z0cpe f\04Oh:y0NglSbcI{0YQnxccNNW,g[t q~Џ(uNgTNgNpevNNW,gtS]wQS㉳QQUO-Nv YǑ(u;mRhgl͑effbvW,g[t0 YePgS;NSfNv 1. H~Sh, _RAmb_Rek, SN: ؚI{YeQHr>y, 2001. 2. yfkIN, Oꁰe, _[S, NgIN, SN: SN'Yf[QHr>y, 1992. 3. %N_, N, LieSvQLieNpe, SN: ؚI{YeQHr>y, 1985. 4. W. Y. Hsiang, Lectures on Lie Groups, New Jersey: World Scientific, 2000. zS: 18_010116 z Ty: P[Amb_QUO ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: b! Yef[vv Ǐ,g zvf[`N ۏNekmeQNΞfQUO-NvP[Amb_QUO yr+R/fzzb__-NvP[Amb_0hQP[Amb_0*OP[Amb_0TP[Amb_0wQ gs^Ls^GWfsTϑvP[Amb_0@\[yzz-NvP[Amb_0hQKm0WP[Amb_STyg\P[Amb_0)R(u;mRhgl{Amb_ NvTyW,glQ_0 Yef[Q[ ccP[Amb_vW,ge zGausse z0Codazzie zNSRiccie z0meQNΞfAmb_-NP[Amb_vTy'`( Y'klzz-Nvg\P[Amb_0tzz-Nvg\P[Amb_0@\[yzz-NvP[Amb_ NSSOyv,{N0,{NSRlQ_I{0 YePgS;NSfNv 1. _Mb, P[Amb_QUO, T: -NVyf[b/g'Yf[QHr>y, 2003. 2. ~8l:_, P[Amb_QUO, SN: yf[QHr>y, 2004. 3. S.S. Chern, Minimal submanifolds in a Riemannian manifold, Mimeographed Lecture Notes, University of Kansas, 1968. zS: 18_010141 z Ty: Amb_ NvRg ;` e: 72 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: c! Yef[vv @w_Re ztnbq QUOf[[_Y^(uRgeleg㉳QQUO0SǏeg _RQUOtScON'Yϑ gaINv_Re z0,g zvvv/fN㉮_RQUO-NvNNe zelTb] QUORg-N8^(uv``Tel YBochnerlQ_ ReillylQ_I{0 Yef[Q[ ;NN~byv,{N0,{NSRlQ_ BishopTLaplaciank[t0ccRicciR`I{_TBochner-WeitzenbocklQ_vc[el NS1uBochner-WeitzenbocklQ_NuvReillylQ_SNN^(u0SY \N~h^0OvW,gb]TelSbpe zvh^0O NSNN^(u0 YePgS;NSfNv 1. P. Li, Lecture notes on geometric analysis, Lecture Notes Series, 6. Seoul National University, 1993. 2. J. R. Munkres, Analysis on manifolds, California: Addison-Wesley Publishing Company, 1991. 3. NbPh, Y[t[ _RQUOIN SN: ؚI{YeQHr>y 2004. zS: 18_010142 z Ty: T&ONW,g ;` e: 54 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: II Yef[vv ,g z/f_RQUOeTSvQ[vsQeTvlQqQ O0vv/fۏNekb[f[uvwƋb 0N[vQ(WT~f[`N-Nvxvz]wQTKbk0Ǐ,g zvf[`N Of[uN㉌TbcNpebQbf[-N T&OvW@xwƋ0dN]V] gvN,bQbvYwƋY ͑p/ff[u(W f\Nzzv T&O0W,gNSzzI{eb`Y[_vW@x0 Yef[Q[ q`,g z-N@bmSvW,gi_ HQ]V] gvpƖbQbf[v;NwƋ YbQbzzvSpe'`0Ry'`0ޏ'`0'}'` NS^ϑzzv[Y'`I{0 zv͑p/fOf[uN T&OTW,gvW@xwƋ Y f\v T&O0bQbzzv&OW06e)8h0S T&ONW,g0SzzNS f\I{0,g zSN~Tf[uNvwQSOxvzU\_vsQQ[vYef[;mR0 YePgS;NSfNv 1. NgtQ!h, RI{NpebQbf[IN, lWS^'Yf[xvzuYePg, 2006. 2. T{_ (Hatcher), NpebQb)YCQWёDRfNv , SN: nNS'Yf[QHr>y 2005. 3. A. Dold, Lectures on algebraic topology, Berlin: Springer-Verlag, 1995. 4. J. P. May, A concise course in algebraic topology, Chicago: University of Chicago Press, 1999. zS: 18_010143 z Ty: _R~~N ;` e: 54 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: IV Yef[vv ,g z/f_RQUOeTT_RbQbeTvcؚ'` z0vv/fb[f[uvƉΑTwƋb0Ǐ,g zvf[`N Of[uNN,_R~~Nvi_ ͑p/ff[uq`~~Nv bcTϑNT;NNv[(~gST~0fsI{wƋ0vv(WNO_f[uYQnxtNTϑNb;NN:Nxvz[abxvz]wQvvsQe.s0 Yef[Q[ q`,g z-N@bmSvW,gi_ SbN,_R~~N0tN0TϑN0;NNI{0͑pNTϑNT;NNv~gST~0fsI{wƋ0YQnxtNTϑNT;NN:Nxvz[abxvz]wQvvsQe.s0,g zSN~Tf[uNvwQSOxvzU\_vsQQ[vYef[;mR0 YePgS;NSfNv 1. H~Sh, NgtQ!h, ΞfQUO_( NQ), SN: SN'Yf[QHr>y, 2003. 2. S. Kobayashi, Differential geometry of complex vector bundles, Princeton: Princeton University Press, 1987. 3. V. Balaji, Lectures on principal bundles, Moduli spaces and vector bundles, 2-28, London Math. Soc. Lecture Note Ser., 359, Cambridge: Cambridge Univ. Press, 2009. 4. J. L. Koszul, Lectures on fibre bundles and differential geometry, Tata Institute of Fundamental Research Lectures on Mathematics and Physics, 20. Berlin: Springer-Verlag, 1986. 5.  HYPERLINK "http://www.amazon.com/Dale-Husem%C3%B6ller/e/B001IZRJ3W/ref=dp_byline_cont_book_1" D. Husemoller, Fibre bundles (Third edition), Graduate Texts in Mathematics, 20. New York: Springer-Verlag, 1994. zS: 18_010144 z Ty: N\QUO ;` e: 54 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: b! Yef[vv ,g z/f_RQUOeTvN*N͑R/e0Ǐ[,g zvf[`N ^Of[uNN\_RQUOv~gSNN͑vN\QUO NSϑ YBlaschke^ϑ0Fubini-Pick _ϑ0Weingarten b__0N\lwϑ0N\YOlwϑI{0ccxQWN!kfbvN\_RQUONS@\%Ny 1990. 2A. M. Li, U.Simon, G. Zhao, Global affine differential geometry of hypersurfaces, Berlin: Walter de Gruyter, 1993. 3A. M. Li, R. W. Xu, U.Simon, F. Jia, Affine Bernstein problems and Monge-Ampere equations, New Jersey: World Scientific, 2010. 4U. Simon, Affine differential geometry, Handbook of differential geometry, Vol. I, 905-961, Amsterdam: North-Holland, 2000. 5M. P. do Carmo, Riemannian geometry, Boston: Birkhauser, 1992. zS: 18_010145 z Ty: yRQUO ;` e: 54 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: a! Yef[vv Ǐ,g zvf[`N Of[uƋyRQUOf[,g( N^\NteSO_RQUOtu SvQxvz[a sSQUOisvxvzccyRQUOf[-NvNNW,gi_p[^ ~[^ ЏR[^ NgSvQЏR[^ P'`zzv[^TKm^ q~Џ(uyRQUOf[-NvW,glQ_㉳QQUOis0 Yef[Q[ Ƌ8^fszzvyRQUOf['klzzvyRQUOf[ ^'kzzvyRQUOf[ P'`zzvyRQUOf[ccyRQUOf[-NvW,gi_p[^ ~[^ ЏR[^ NgSvQЏR[^ P'`zzv[^TKm^I{q~Џ(uyRQUOf[-NvW,glQ_I{hT NI{_ PoincarelQ_ BlaschkeЏRW,glQ_ SantalolQ_ CroftonlQ_ HwlQ_ Hw-%N_lQ_I{0NxvzRTP'`zzyRQUOf[vN,St][ gbHev^(uNHermiteQUOf[TQUOf[0 YePgS;NSfNv 1. N_, yRQUOf[_, Nwm: Nwmyf[b/gQHr>y, 1988. 2. D. L. Ren, Topics in integral geometry, Series in Pure Mathematics, 19. New Jersey: World Scientific, 1994. 3. L. A. Santalo, Integral geometry and geometric probability(Second edition), Cambridge: Cambridge University Press, 2004. 4. R. Schneider, W. Weil, Stochastic and integral geometry, Berlin: Springer-Verlag, 2008. zS: 18_010127 z Ty: qQb_QUO ;` e: 54 f[ R: 4 _USMO: pef[NOo`yf[f[b _f[g: c! Yef[vv ,g z;Nc1uΞf^ϑvqQb_Sbc@bNuvQUOTe z0q`,g z-N@bmSvW,gi_ SbΞf^ϑvqQb_Sbc0qQb_ NS'`0qQb_ NSϑTTy{P[vW,g'`( YqQb_Laplace{P[TPaneitz{P[I{0tqQb_QUO-N N TR/evxvz[a v^~Tf[uNvwQSOxvzbatQveTU\_vsQQ[vYef[;mR0 Yef[Q[ ccqQb_ NS'`0qQb_ NSϑ0qQb_Laplace{P[0qQb_ckĉPWh|0qQb_Laplace{P[vGreenQpevnяU\_0@\qQb_s^fWAmb_I{N㉄[Gaussfs0Yamabe 0[Q-fsThQ^~'`v EMBED Equation.DSMT4 Yamabe  (uBochnerlQ_0Cheng-Yauh^0O0SRlI{QUORgvelegxvz N@b[^v_Re z0 YePgS;NSfNv 1. NbPh, Y[t[ _RQUOIN SN: ؚI{YeQHr>y 2004. 2. M. J. Gursky, E. Lanconelli, A. Malchiodi, G. Tarantello, X. Wang, P. Yang, Geometric Analysis and PDEs, Lecture Notes in Mathematics, 1977. Dordrecht: Springer-Verlag, 2009. 3. P. F. Guan, Topics in geometric fully nonlinear equations, Lecture notes in the summer school at CMS, Zhejiang University, 2004.     PAGE  PAGE 2 tn(*8:PRdnz8DFR^`x"Tbdfp`BD h~aJo( hDo(hTchDo( hTchDhTchDaJo(hTchD5aJo(hTchD5aJhTchDaJJfDR$:}}o & F)dhG$H$gdDdhG$H$WD^`gdDdhG$H$WDXD2^`gdD+dhG$H$^+`gdDdhG$H$WD^`gdD & F(dhG$H$^`gdzh & F(dhG$H$^`gdD DN$:>@DFPRTXZ^`bfpr&:@LXbflrx|&`npr|¸hTchDaJo( h~aJo(hkihDo( hPohDhTchDo( hDo( hTchDhTchDaJhTchD5aJHrrVX|dhG$H$^gdD & F*dhG$H$gdDdhG$H$WD^`gdDdhG$H$WDXD2^`gdD$dhG$H$WD ^$`gdD & F)dhddG$H$[$\$gdD & F)dhG$H$gdD 68TVXlx~$8DJRVXbfhx$&(,04vx˻ hDaJo(hTchDQJaJ h~aJo(hkihDo(hTchDo( hDo( hTchDhTchDaJhTchDaJo(hTchD5aJhTchD5aJo(@X(4x6L* dhG$H$gdD & F+dhG$H$gdDdhG$H$WD^`gdDdhG$H$VDWD^`gdDdhG$H$WDXD2^`gdD+dhG$H$^+`gdD02JL26L\*6>VXrt*.68JL^b"&4ζ h~aJo(hTchD5KHaJhTchaJo(hDhDaJo( h:hD hTchDhTchDo( hDo(hTchD5aJhTchDaJ hDaJo(hTchDaJo(:4fht|~"$.248<>@df<NRDFPR`tvxz ʼʳ⧝ʼʼ} hDo( hTchDh:hDCJaJhTchDaJhTchDaJo(hTchD5aJo(h~KHaJo(hTchD5KHaJo(hTchD5KHaJhTchDKHaJo(hTchD5aJhDKHaJo(hTchDKHaJ1~4@FR`v(*+dhG$H$^+`gdD dhG$H$gdD & F,dhG$H$gdD$dh1$G$H$WD`a$gdD$dh1$G$H$WD`a$gdDdhG$H$WDXD2^`gdD$dh1$G$H$a$gdD*,:FHJ\pt$&(*48FZ\dn ¹¦ӹ̹ӹӚӦ¹hTchDQJaJhTchDQJaJo(hTchD5aJo( hD5aJhTchDaJhTchDaJo( h~aJo(hTchD5aJ hDaJo( hwShD hTchD hDo(hTchDo(8 .shhh dhG$H$gdD$ & F-dhG$H$a$gdD & F-dhG$H$gdD$dhG$H$WD XD2^$`gdDdhG$H$WD`gdDdhG$H$VDWD^`gdDdhG$H$WDXD2^`gdD+dhG$H$^+`gdD HDl.24D\v bprt~μӴhTchDaJhTchDaJo( h~aJo(hTchaJo( hDaJo(hDhDo(hD hTchD hNvhD hDo(hTchDo(hX hDOJQJo(hX hDOJQJaJo(hTchD5aJ5t ,6t|dhgdD & F.dhG$H$gdD$ & F.dh-D1$G$H$M a$gdDdhG$H$WD`gdDdhG$H$WD`gdDdhG$H$WDXD2^`gdD dhG$H$gdD , &6:>FJNRdxz $&(ŵ쮨쮵Ş hDCJ hD5aJhD5aJo(hNvhDaJo( hDaJ hDaJo(hTchDQJaJ hDo( hTchDhTchDaJo(hTchD5aJo(hTchD5aJhTchDaJhTchDKHaJ4(,:>@\bjln|~ $&"$0DHJLvxǾǾξηξǾǐdžjhDUaJhNthDaJo(#hOxhDKHOJQJ^JaJo( hwHaJ hDo( hD5aJhD5aJo( hDaJo( hDaJ hOxhDKHOJQJ^JaJh3!1hDaJh3!1hDaJo( hwHaJo(0&$  ,   F        p dhWD`gdDdhgdDdhG$H$WD`gddhG$H$WD`gdD dhG$H$gdDxz|~    " < ` b l            ɵəzumuez_X hwHaJo( hDCJhBhBo(h<hDo( hDo( hD5aJhD5aJo(jh<hDEHUaJj?#Y hDUVaJj hNthDEHUaJj#Y hDUVaJ hDaJo( hDaJhNthDaJo(jhDUaJj hNthDEHUaJj#Y hDUVaJ"                  0 2 4 < > @ B D F N R d j x            žžžžžžžվžwžmžhlNhDaJo(hDKHOJQJaJo(hrZhDKHOJQJaJo( hwHaJo( hwHaJhOhDo(hDKHaJo(hrZhDKHaJo( hD5aJhD5aJo( hDaJo( hDaJ h.I/hDKHOJQJ^JaJh3!1hDaJh3!1hDaJo(*      ( * Z      "BDFJtv&(4p~ٹٯ٢ٯٯٯًٚٯكh~hDo( hD5o(h5DhDo(hw,rhDo(h5DhD5 hwHo(h5DhD5o(hOhDo(hhDo(hmbhDo(hr$hDo( hDo( hD5aJhD5aJo(hlNhDaJo( hDaJo(3&r dhG$H$gdDvdhG$H$WD,`vgdDv.dhG$H$VDWD^v`.gdDdhG$H$WD`gdD dhG$H$gdD dhG$H$gdD\np ^lpr|BXHJVZh ڶ h2hD hDaJo( hwHaJo(hDh;hDo( h;hDh<hD5o( hD5hjRhDo(hYyBhDo( hwHo( hD5o(hjRhD5o( hZhD hDo(h~hDo(8BXNHJR^R^6LgdDv.dhG$H$VDWD^v`.gdDdhG$H$VDWDj^`gdD dhG$H$gdDdhG$H$WD`gdD BLR^RVZ6LPRTZhlrxzbd (,68BDRĻҵҵҟĵҵ hwHaJhy3CJaJo( hy3aJo( hy3aJhHhy3aJ hwHaJo( hy3CJo( hy35aJ h2hDhD hD5o(h<hD5o( hDo( hwHo(>D !B"X""">####L$gdy3 & F \dhG$H$VD8^\`gdy3 & F OOdhG$H$VDWD^O`gdy3 & F 3dhG$H$VD^3`gdy3;dhG$H$WD`;gdy3 dhG$H$gdy3      !!!!!.!>!@!V!X!b!!!!!B"V"X"h"j""""""""<#>#######ౝ~ hwHaJo( hy3CJo(h\^hy3o(hy3 hy3o(&hy3B*KHOJQJ^JaJo(ph333#hy3B*KHOJQJ^JaJph333h&?hy3aJo(h=shy3aJh=shy3aJo( hy3aJo(hy3CJaJo( hy35aJhy35aJo(0#############$.$6$8$F$H$J$L$X$p$t$|$$$$$$$$$$l%n%p%t%x%|%%%%%%&& ' '轤轅{hVEhy3aJo(hUhy3o(,hkihy3B*KHOJQJ^JaJo(ph3330hy3B*OJQJ^JaJfHphq hy3o(hy35aJo( hwHaJo( hwHaJhy3CJaJo( hy35aJ hy3aJo( hy3aJh3!1hy3aJo(0L$$$p%|%& ''((<))))++ .6. / & F dhG$H$WD^`gdy3hdhG$H$WD`hgdy3 dhG$H$gd2o & F#dhG$H$gdy3dhG$H$WD`gdy3 dhG$H$gdy3 'L'P'X'z''''''((((((( ))"),).):)<)J)x))))))))))))~~u~~o~e~hh{hy35aJ hwHaJhy3CJaJo(hZhy3aJ hy3aJ hy3CJo( hwHaJo(hJhy3CJo(hf,3hy35aJ h2oaJo(h2ohy3aJo( hy3aJo(0hy3B*OJQJ^JaJfHphq 3hy3B*OJQJ^JaJfHo(phq hy3o($))))))** *&*4*:*L*V*X*d*f*v*x***+++*++++++++,$,0,-(-*--. .4.6.:.<.P.R.V.X.j.l.....榘 hy3aJh|khy3aJ hy3o(h=@hy3aJhy3OJQJo(8hy30JB*CJOJQJ^JaJfHphfffq hy35aJhZhy3aJhZhy3aJo( hy3aJo(hf,3hy35aJhy35aJo(6.......... ////// /"/$/8/:/3B3F3N3V3b3333355255555^7`7b8үș hy3o(h ohy3aJo( hy35aJhy35aJo(hh{hy35aJ hwHaJhZhy3aJo(hf,3hy35aJ hy3aJ hy3CJo( hy3aJo( hwHaJo(hZhy3aJ<56`7d8f889^9j9;&;?$?@AAdhG$H$WD`gdy3dhNNG$H$WDXDYD`gdy3dhG$H$VDWDj^`gdy3 dhG$H$gdy3gdy3!WD^`!gdy3$dh@&G$H$VDWDj^`a$gdy3b8d8f8p8r8v88888888889999999(9@9D9L9X9\9^9j9n9p9r99999ú躰к׺ЍЁwj\j\hY(hy3OJQJaJo(hY(hy3OJQJaJhEhy3aJo(hEhy35aJo(hZhy3aJo(hy35aJo(hh{hy35aJ hwHaJhY(hy3aJo(hZhy3aJ hy3aJ hy3CJo( hy3aJo( hwHaJo(hJhy3CJo(hf,3hy35aJ hy3o(h&hy3o($999 :::~::::::;;";&;(;,;;;<=8=X= ? ??"?$?????@@@@@ @"@ˮէyrhhY(hy30J"o( hy30J"o(hgshy30J" hgshy3hgshy30J"o(hhy3aJo(hhy3\aJ hy3aJo(8hy30JB*CJOJQJ^JaJfHphfffq hf,3hy35aJhy35aJo( hy35aJhY(hy3OJQJaJo(hY(hy3OJQJaJ'"@$@ A AAAAA0A2AFAHAVAXAbAdAAAAAABBBBBB"B8BBBDBVBXBfBB}vqjajajWahZhDaJo(hZhDaJ hDaJo( hDo( hV7khD hwHo( hDaJhf,3hD5aJhy3hy3aJo( hihy3 hy3o( hgshy3hgshy3o(hgshy30J#o(hgshy30J#hY(hy30J>*B*o(phhY(hy30J>*B*phhY(hy30J"jhY(hy30J"U"AAXBBBC`DlD\FrFF@GGHHIHITIlJdhG$H$WD`gdy3 dhG$H$gdy3$dhG$H$WD`a$gdDdhG$H$WD`gdD dhG$H$gdDdhG$H$^gdy3BBBBBBBBBBBBBBBCCCC^D`DdDhDjDlDDZF\FrFxFFFGG(G,G4G>G@GBGLGPGbGlGvGzGGGGGGG屧ŖhqhDaJ hDo(hhDaJo( hD5aJhqhDaJo(huMThDaJo(hZhDaJo(hD5aJo(hh{hD5aJ hwHaJo( hwHaJhf,3hD5aJhZhDaJ hDaJo(3GGGGG H6H8H:HHHHJHNHPH\HtHvHzHHHHHHHHHHHHHIII&I*I4I@IHITIZI`IIIJJJJN@NBNNNNNNNNNNNž߰ߡߡߡߡߡߡߩ߰jhy3U hy3aJo( hy3o(hy35aJo( hy35aJhy3fHo(q hy3fHq hy38hy30JB*CJOJQJ^JaJfHphfffq 8NNNNOPPP PP"P(P.P@PDPLPNPPPXPZPPPPPPPQQQQQQ,R.R4R6R:RFRRRTR S"S0S2S4S6S>SBSFSJSLSSSSSSTTT̿̿ݧ̿̿ݿ hy3aJo(hy3jhy3U hy3o($hy35CJKHOJQJ\^JaJhy35CJKH\aJ!jhy35CJKHU\aJhy35CJKH\aJo('hy35CJKHOJQJ\^JaJo(:TT&T(T*T0T2T4T"U$U(U*U.U0UV V$V&V*V,V,W.W4W6W:WLWRWZWhWlWtWvWxWzWWWWWWWWWWWWWWXXŲzhDCJaJo( hDaJo( hDaJh3!1hDaJo( hwHaJo( hD5aJhy3hBaJo( hy3aJo(jhy3Uhy3 hy3o(hy35CJKH\aJo($hy35CJKHOJQJ\^JaJ'hy35CJKHOJQJ\^JaJo(0X$X&X(X*X6XNXRXXXdXfXhXtXXXXXXXYYY|YYYYYYYYYY$ZBZZZZ[$[F[H[N[^[h[j[[[[̛̒̒刃| hhD hDo(h3.0hDaJo(h3.0hDaJ'hDB*aJfHo(phq 8hD0JB*CJOJQJ^JaJfHphfffq hDaJo(hDCJaJo(hD5aJo( hDaJ hwHaJo( hwHaJ hD5aJ/hXtXYYzZZZ[j[[[\r\\\]]^^2_x_dh@&G$H$WD`gdD$dhG$WD`a$gdDgdD & FdhG$H$gdDdhG$H$WD`gdD dhG$H$gdD[[[[[[[[[[[\ \\\&\T\\\^\l\n\p\r\t\~\\\\\\\\]0]4]X]]]]]]]]]]]] ^^ ^~^^^^^^^^^մΡΡΡΡΫՕՕՕ hDo( hD5aJhhDaJo(hD5aJo(hh{hD5aJ hwHaJhZhDaJo( hDaJo(hZhDaJh3!1hDaJ hwHaJo( h8ChDhf,3hD5aJ:^^^^^&_._0_6_D_F_H_P_V_l_p_|__________________ ``````(`*`.`>`@`V`X`^`ƾݹx hy3aJo( hy3aJhzAhy3aJhzAhy3aJo( hwHaJo(hy35aJo( hy35aJhy3hLVaJo( hy3o(h/XhDo( hDaJo(hMRhDo(hz(hDo(hD hDo(hf,3hD5aJ h!}hDhZhDaJ/x__```` a,abbfffggth$HdhS1$G$H$WD`Ha$gdy3$ & FdhS1$G$H$WD^`a$gdy3dhgdy3 dhG$H$gdy3dhG$H$WD`gdy3dh@&G$H$WD`gdD^`b`d`f`p`r`~```````````aaaa a,a0a2a4abbbbbbbZc`cbctcvcccccccccccccccddd̾8hy30JB*CJOJQJ^JaJfHphfffq h/hy3OJQJh/hy3OJQJo(h/hy3OJQJaJo(hy35aJo( hwHaJo( hwHaJhy3CJaJo( hy35aJ hy3aJ hy3aJo(6d d0d2dPdRdtdvd~dddddddddddd:ee@eHeJeLeeeeeeeeeeeeeeeeeeefƷ褕sjh/hy3OJQJU$j#7Y hy3CJKHUVaJo(jh)Khy3OJQJU$j;Y hy3CJKHUVaJo(jh)Khy3OJQJU$j;Y hy3CJKHUVaJo(jh/hy3OJQJUh/hy3OJQJh/hy3OJQJo(-ff2f4fHfJfLfZfbfdfnfzffffffffffvhhhhhhhhhhhiɸɟ|h]]]R]hwHCJ^JaJo(hy3CJ^JaJo('h3!1hy3CJKHOJQJ^JaJo(!hwHCJKHOJQJ^JaJo(hy35CJ^JaJo( hy3o(0hzAhy3B*CJKHOJQJ^JaJo(ph333 hzAhy3B*OJQJo(ph333hzAhy3OJQJo(h6 8hy35aJo( hy35aJh/hy3OJQJh/hy3OJQJo( thvhhi:iFijjkkmFnnwdhG$H$VDWDj^`gdy3dhG$H$WD`gdy3dhWD^`gdy3dhWD^`gdy3+dhG$H$^+`gdy3dhG$H$[$\$gdy3H\dhG$H$VDWD8^H`\gdy3 ii(i2i6i8i:iFi2jRjjjjjjjjjjjjjjjjjjjkk,k.k2k8kkkkkkkkkkkkkllllll:mpmzmmmmmFnLnNnTnXnrnvnxnzn|n~nnnnnnnnnnnooRoTo`ovooooppXqnqqqqqqqqrr4r6rDrFr^r`rtrrrrrss¸Ы¥¥¥¥¥¥¥¥¥¥ hDaJhDOJPJQJaJo(h)KhDaJo( hDaJo( hwHaJo(hD5aJo(hahD5CJ aJ o(hOxhy3B*CJaJph@@@hy3 hy3o(=nnnVoooppXqnqqrsssvssttt dhG$H$WD` gdD dhG$H$gdy3dhG$H$VDWDj^`gdDdhG$H$WD`gdD dhG$H$gdDG$H$gdDsss"s6sbsvsssssss t tttu uuZu\u^u`uvwFwLwPwTwVwwwwwwwwwwxxx(x*x.x0x:x}P}R}`}x}}}~~V~~~ hy3o( hDaJo(jX!hDEHUo(jI hDUVo(j;hDEHUo(jI hDUVo(jhDUo( hD5 hwHo(hD hD5o( hDo(9|}V~~~~J(l{dhG$H$WD^`gdy3dhG$H$WD`gdy3+dhG$H$^+`gdy3dhG$H$[$\$gdy3$dhS1$G$H$a$gdy3dhG$H$WD`gdDH\dhG$H$VDWD8^H`\gdD ~ .8:JVXf~<(6>@JLtvõÛvqmqmaaaaahy3OJQJ^JaJhy3 hy3o(hy35OJQJ^JaJhy3OJQJaJo(hy3OJQJ^JaJo(hy35OJQJ^JaJo(hwHCJ^JaJo(hhy3CJKH^Jo(hy3CJ^JaJo('hzAhy3CJKHOJQJ^JaJo(!hwHCJKHOJQJ^JaJo(hy35CJ^JaJo(&Ɓȁցځ04@DHJ^`jlpr‚BDjlʃ؃ڃ^`bhjnpr :<BDݻjhy3U hy3^J hy3^Jo(hy35CJ^JaJo( hy3o(hy3hy3OJQJ^JaJhy3OJQJ^JaJo(Fڃ<$pʇ̊"$dhG$WD`a$gdD $dhG$a$gdD$hdhWD`ha$gdDdhgdD dhG$H$gdD dhG$H$gdy3dhG$H$WD`gdy3H\dhG$H$VDWD8^H`\gdy3DFH…ąʅ̅$*,.0ʆކ(*0FHJTVp~ćƇȇʇ» hwHaJ hDo( hDaJhDCJaJo(hD5aJo( hDaJo( hwHaJo( hDCJo( hD5aJhy3h A!o( hy3o(jhy3U hy3aJo( hy3aJhy3 hy3^Jo( hy3^Jjhy3U^J3ʇև$@fprv~dx̊ "*μμμμθ΄xnxf\QhDOJQJaJo(h/hD5aJhDKhDo(h/hDaJo( hD5o( hD5,hDKhDB*KHOJQJ^JaJo(ph3338hD0JB*CJOJQJ^JaJfHphfffq hD#hDB*KHOJQJ^JaJph333&hDB*KHOJQJ^JaJo(ph333 hDaJo(hD5aJo( hDaJ hD5aJ*ҋ֋$&*>BDHZ^rtČȌڌތ"$&026FNdfjtvȍʍ؍ڍ܍ލ$0ƿ͚ͩͩͩ͑͸hD5aJo( hwHaJhDCJaJo( hDaJhDCJaJo( hDaJo( hwHaJo( hDCJo( hD5aJ hDo(hDKhDOJQJaJhDOJQJaJo(hDKhDOJQJaJo(7"$&ލ$0<R! & FdhG$H$^`gdD $dhG$H$a$gdDdhgdDdhG$H$`gdD dhG$H$gdDgdD!!dhG$H$WD^`!gdD!/\dhG$H$VDWD8^/`\gdD 0LXbdhv~8:<PRT "֓ؓxzҬwwokofofokofofokofofok hDo(hDjhDU,h/hDB*KHOJQJ^JaJo(ph333;hD0JB*CJOJQJ^JaJfHo(phfffq 8hD0JB*CJOJQJ^JaJfHphfffq hD5aJo( hD5aJ&hDB*KHOJQJ^JaJo(ph333#hDB*KHOJQJ^JaJph333(ĖԖTVXfhjlx:<FHRT~ררחǨר׎Ψα{oh"uVhy35aJo(h"uVhy3aJh"uVhy3aJo(hWthy3aJ hwHaJhBuhy3CJaJhBuhy3aJ hy3aJhBuhy3CJ hy3aJo( hwHaJo(hy35aJo(hBuhy35aJhOhHo( hy3o(hD hDo(jhDU*|l<Hޚ & FdhG$H$WD^`gdy3dhG$H$WD`gdy3 dhG$H$gdy3$;dhS1$G$H$WD`;a$gdy3$ & FdhS1$G$H$WD^`a$gdD ޚz|"$*,.0ʜ̜ҜԜFHJTVXZh(BFHRTŸ̟Οׯׯׯן׉}hOhy35aJo(hBuhy35aJo(hOhy3aJo(hWthy3aJ hy3aJo(hBuhy3aJh3!1hy3aJ hwHaJo( hwHaJhBuhy3CJhBuhy35aJhBuh__o( hy3o(jhBuhy3U hBuhy30HJHTŸΟ6LXH\dhG$H$VDWD8^H`\gdy3dh@&G$H$WD`gdy3dhG$H$WD`gdy3 dhG$H$gdy3dhG$H$UD ]gdy3 & FdhG$H$UD WD]^`gdy3Οfnp46LR2:X\Ģ024交|nf]VMF hy3aJo(h3!1hy3aJ hwHaJo(hBuhy3CJhy3hy3o(hy3fHo(q hy3o(&hBuhy3B*fHph333q hBuhy3fHq *hBuhy3B*aJfHphq *hBuhy3B*aJfHph333q hBuhy35aJhOhy3aJo(hBuhy3aJh$Bhy3aJo(h$Bhy3aJN֤zȩ̪vv.dhG$H$VDWD^v`.gdy3dhG$H$WD`gdy3 dhG$H$gdy3$;dhS1$G$H$WD`;a$gdy34>N\̣Ԥ֤~2BƧ̨Шި,dftvxzȩЩک̪vȬ챾hBuhy3QJaJ hBuhy3 hy3aJ hy3o(hBuhy3aJo( hy3aJo(hWthy3QJaJ hwHaJo( hwHaJhBuhy3aJhBuhy35aJAԬJT&ֲ & FdhG$H$WD^`gdy3 dhG$H$gdy3dhG$H$WDd`gdy3 & FdhG$H$WD^`gdy3 & Fdh@&G$H$WD^`gdy3ȬԬ ">JNPƭʭ 48>HRTbҮǽ~xohWthy3aJ hwHaJhBuhy3CJaJ hy3aJo(h3!1hy3aJ hwHaJo(hBuhy3CJhBuhy35aJhOhy3aJo(hVhy3aJo(hBuhy3KHhy3KHaJhy3KHaJo(hBuhy3KHaJhBuhy3QJaJhBuhy3aJ*&.0ܱޱʲҲԲֲ³ij^`dfjǸǸǭ݆xng hy3aJo(hEMhy3aJo( hBuhy3 hOhy3jhOhy3UhBuhy3QJaJhy3QJaJo(h qhy3o(h qhy3QJaJjh qhy3QJUaJh qhy3QJaJo(hBuhy35aJhBuhy3aJ2hBuhy30JB*CJaJfHphfffq %ʴܴLN\^`bn 46LNRz~ѹѣșэȃmZm$hy3B*aJfHph333q *hBuhy3B*aJfHph333q hkihy3aJo(hOhy35aJo(h=aVhy3aJo(hBuhy35aJo(hOhy3aJo(hWthy3aJ hwHaJhBuhy3aJhBuhy35aJ hy3aJhBuhy3CJ hy3aJo( hwHaJo( hy3CJo(!b ȷ6Lظ&tvι(jvܼdh@&G$H$WD`gdy3dhG$H$WD`gdy3 dhG$H$gdy3:>JNVrtvĹιܹ"$&(4Lfjv,:ܼNR}}sfhBuhy3B*aJphhrnhy3aJo(hBuhy3B*ph333hWthy3aJ hwHaJ hy3aJo(hBuhy3aJh3!1hy3aJ hwHaJo(hBuhy3CJhBuhy35aJhy3hy3o( hy3o( hBuhy3*hBuhy3B*aJfHph333q hy3B*aJo(ph(Nܾ8zz,r@BHdh@&G$H$WD`Hgdy3dhG$H$VDdWDd^`gdy3dh@&G$H$WD`gdy3dhG$H$WD`gdy3 dhG$H$gdy3 & Fdh@&G$H$WD^`gdy3RT0\dlprtz|~ľƾ˹{qhaZQK hy3aJhBuhy3CJ hy3aJo( hwHaJo(hy35aJo(hBuhy35aJhy3hy3aJo(h=aVhy3B*aJo(ph hy3B*fHph333q &hBuhy3B*fHph333q #hy3B*fHo(ph333q hBuhy3 hy3o( hrnhy3hBuhy3aJhBuhy3B*aJphhy3B*aJo(phƾоܾ"$2468D\vxzz, >@BJLNR`f  ,娟،埘匟埘، hy3aJ hy3CJ hy35aJhy35aJo(hOhy3B*aJo(phhy3B*aJo(phhOhy35aJo(hWthy3aJ hwHaJo( hwHaJ hy3aJo(hBuhy3aJhBuhy35aJ7BVbhv\B8::F dhG$H$gd)K dh@&gdDH\dh@&G$H$VDWD8^H`\gdy3dh@&G$H$WD`gdy3dhG$H$WD`gdy3 dh`gdy3 dhG$H$gdy3,2@HNTV`bhrvz lrPXbdõΫΫΫΕΕh&dhy3aJjh&dhy3UaJh&dhy3aJo(hkihy3OJQJaJo(hy3OJQJaJo( hy3aJo( hy3o( hy3\aJhWthy3aJhy35aJo( hy35aJ hy3aJ:4BHJ *,68:DFJXZtv~&24:FĶċċċċ{{hLhE5OJQJaJo(hLhEOJQJaJhX/FhEaJo(hX/FhEaJhwHOJQJaJo(hLhEOJQJaJo(hLhE5OJQJaJhLhDOJQJaJo( hy3o(h&dhy3aJo(h&dhy3aJ hy3aJo(0Fjtv 46FJNRVTV &FTVXbdhxֽֽ񗐗ֽhX/FhEaJ hwHaJo( h0LhEh0LhEo(hhEOJQJaJo(hLhE5OJQJaJo(hLhE5OJQJaJhEOJQJaJo(hLhEOJQJaJh 1hEOJQJaJo(hLhEOJQJaJo(2FFR bVXT`T`:PdhG$H$VDWDj^`gd)Kdh@&G$H$WD`gd)K dhG$H$gd)KdhG$H$WD`gd)K 6:DPT`rTX\`d:NPnr˽˕˂ww˕www˕wwhEOJQJaJo($hLhEB*OJQJaJo(phhLhE5OJQJaJo(hwHOJQJaJo(hBMhEOJQJaJhBMhEOJQJaJo(hLhE5OJQJaJhX/FOJQJaJo(hLhEOJQJaJhLhEOJQJaJo(.  DFTVX &(6:@bjln|~ǽܝܒΝ΄wܝΝlhwHOJQJaJo(hiLhEOJQJaJhiLhEOJQJaJo(hX/FOJQJaJo(hLhEOJQJaJhX/FhEaJhX/FhEaJo(hX/Fh_,aJo( hwHaJo(hLhE5OJQJaJhLhEOJQJaJo( hm=xhEh0LhEo( h0LhE*(  X$dhG$H$^gd)KdhG$H$WD`gd)Kv.dhG$H$VDWD^v`.gd)K.dhG$H$VDWD^`.gd)KdhG$H$WD`gd)K dhG$H$gd)K>@VX"24^h  &|~.0@D մմ崡~ hwHaJo(hLh2oOJQJaJo( h0LhE hochEh0LhEo(hEOJQJaJo(hLhEOJQJaJo($hLhEB*OJQJaJo(phhLhE5OJQJaJo(hLhE5OJQJaJhLhEOJQJaJ1 28:<>HJVXfjx$04`"(,2p߸߸Ѹ߭Ѹ߸߸ߓ߸߸xh s1hEOJQJaJo(h s1hEOJQJaJhNwOJQJaJhLhE5OJQJaJo(hfmOJQJaJo(hLhE5OJQJaJhX/FOJQJaJo(hLhEOJQJaJo(hLhEOJQJaJhX/FhEaJhX/Fh_,aJo(/$0p8LdhG$H$^gd)K dhG$VDWDj^`gd)K dhG$WD`gd)Kdh@&G$H$WD`gd)KdhG$H$WD`gd)K dhG$H$gd)K,8<>@Bhj|~&(HJ忨whLhE5OJQJaJhLhEOJQJaJo()h0LhEB*CJKHOJPJ^Jph,h0LhEB*CJKHOJPJ^Jo(ph4h s1hEB*CJKHOJPJQJ^JaJo(phhEOJQJaJo(h s1hEOJQJaJo(h s1hEOJQJaJ.(026DFJLXpt~hj 68ʿʱʣʎʃʱssʱʱhLhE5OJQJaJo(hfmOJQJaJo(hEOJQJaJo(hX/FhEaJo(hshEOJQJaJo(hLhE5OJQJaJhX/FOJQJaJo(hLhEOJQJaJhX/FhEaJhX/Fh_,aJo( hwHaJo(hLhEOJQJaJo(-8p (:TV FXZ^`rtɻɰɰjh0LhEU hhE h)Ko( hEo( h0LhEh0LhEo(hEOJQJaJo(h(hhEOJQJaJo(h(hhEOJQJaJhLhE5OJQJaJhLhEOJQJaJhLhEOJQJaJo(4Rnp$frt dhG$H$WD` gd)K dhG$H$gd)K$.dh7$8$G$H$WD^`.a$gd)K$.dh7$8$G$H$VDWD^`.a$gd)K$dh7$8$G$H$VDWDj^`a$gd)K$dhG$H$VDWDj^`a$gd)K lnpz| "$0HLɼ}ɼobɼWɼhfmOJQJaJo(hA hEOJQJaJhA hEOJQJaJo(hX/FOJQJaJo(h_,OJQJaJo(hLhEOJQJaJo(hX/FhEaJo(hX/Fh_,aJo( hwHaJo(hLhEOJQJaJhLhE5OJQJaJhWOhEOJQJaJo(jh0LhEU h0LhEh0LhEo("LVbfpr0@BHJ0@F^dz*,0@DRZjrtxz~\^bdhjnpvԼԳǼԳԼԼԼǼԬh0LhEo( h0LhEhEOJQJo(hEOJQJaJo(hLhEOJQJaJhLhEOJQJaJo(hLhE5OJQJaJhLhE5OJQJaJo(@.v`b^>v.dhG$H$VDWD^v`.gd)KdhG$H$VDWDj^`gd)KH\dhG$H$VDWD8^H`\gd)KdhG$H$WD`gd)K dhG$H$gd)K;dhG$H$WD`;gd)Kv2RVdfjl02PT`brt~(24<>LPTz¸ɡԡԓhhEOJQJaJhhEOJQJaJo(hLhEOJQJaJhX/FhNwaJo(hX/Fh_,aJo( hwHaJo(hNwOJQJaJo(hLhE5OJQJaJhLhEOJQJaJo( h0LhEh0LhEo(0LP\fjlz| LPTVپ٫پوhLhEOJQJaJo((hLhEB*OJQJ^JaJo(ph$hLhEB*OJQJaJo(phhLhE5OJQJaJo(hfmOJQJaJo(hLhE5OJQJaJhLhEOJQJaJh_,OJQJaJo(1bzdhG$H$WD`gd)K dhG$H$gd)KdhG$H$VDWDj^`gd__v.dhG$H$VDWD^v`.gd)K$v.dh@&G$H$VDWD^v`.a$gd)Kdh@&G$H$WD`gd)K4jln rtýàÂtghUehEOJQJaJhUehEOJQJaJo(hLhE5OJQJaJo(hLhEOJQJaJo(hLhEOJQJaJhX/FhEaJ hwHaJo( hwHaJhLhE5OJQJaJh__h__o( hEo( hhE h0LhEh0LhEo(hEOJQJaJo((@HJN\^`bn *,z|׼ש׼׼׼u.j91Y hLhEKHOJQJUVaJo(!jhLhEOJQJUaJhEOJQJaJo($hLhEB*OJQJaJo(phhLhE5OJQJaJo(hfmOJQJaJo(hLhE5OJQJaJhLhEOJQJaJo(hLhEOJQJaJ)z4BLLNPTVZ\`bfjlxz|Ϳͷͷsgjh~0J&U*h)J0J&mHnHu* h~0J&jh~0J&Uh~h[jh[UhaehEo(h0LhNwo( h0LhEh0LhEo(hLhE5OJQJaJhLhEOJQJaJo(!jhLhEOJQJUaJ%ju#hLhEEHOJQJUaJ(FNRTXZ^`dfhj|~ &`#$gd~ &dPgd.`|dhG$H$VDWDj^`gdae$v.dhG$H$VDWD^v`.a$gd)KhaehEo(h[h~:&P 182P:ph. A!n"n#$%S $$If!vh#vp#v8#v #vD#v#v$ #v:V 48"6+++++,5p585 5D55$ 5/ / / / / / / / / / / 2 24 pFyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6+++++ , 55855,5h5|5 h5 5 5 / / / / / /  / /  /  2 22 2 4 pnyt6Skd$$If4,  aQ%Q5iI )"8,h|h8"600002 22 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5p585 5D55,5h5|5 h5 5 / /  / / / /  /  2 2 4 pxyt6Skdi$$If4,  aQ%Q5iI )"p8 D,h|h8"600002 2 4apxyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd $$If4,  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd_$$If4,  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5p585 5D55,5h5|5 h5 5 / /  / / / /  /  2 2 4 pxyt6Skd$$If4,  aQ%Q5iI )"p8 D,h|h8"600002 2 4apxyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6SkdU$$If4,  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$If4,  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd?!$$If4,  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd%$$If4,  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5p585 5D55,5h5|5 h5 5 / /  / / / /  /  2 2 4 pxyt6Skd)*$$If4,  aQ%Q5iI )"p8 D,h|h8"600002 2 4apxyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd.$$If4,  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,55|5 h5 5 5 9/ /  / / / /  /  2 2 4 pnyt6Skd3$$If4,  aQ%Q5iI )"8 D,"|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,55|5 h5 5 5 9/ /  / / / /  /  2 2 4 pnyt6Skd7$$If4,  aQ%Q5iI )"8 D,"|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd<$$If4,  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd@$$If4,  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6SkdD$$If4,  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6SkdtI$$If4,  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6SkdM$$If4,  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd^R$$If4,  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6SkdV$$If4,  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6SkdH[$$If4,  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd_$$If4,  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd2d$$If4,  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skdh$$If4,  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skdm$$If4,  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5p585 5D55,5h5|5 h5 5 / /  / / / /  /  2 2 4 pxyt6Skdq$$If4,  aQ%Q5iI )"p8 D,h|h8"600002 2 4apxyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skdv$$If4,  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skdz$$If4,  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd~$$If4,  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skdq$$If4,  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$If4,  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd[$$If4,  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6SkdА$$If4,  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6SkdE$$If4,  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$If4,  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd/$$If4,  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,55|5 h5 5 5 9/ /  / / / /  /  2 2 4 pnyt6Skd$$If4,  aQ%Q5iI )"8 D,"|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,55|5 h5 5 5 9/ /  / / / /  /  2 2 4 pnyt6Skd$$If4,  aQ%Q5iI )"8 D,"|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 4,8"6++ , 5585 5D55,5h55 h5 5 5 9/ /  / / / /  /  2 2 4 pnyt6Skd$$If4,  aQ%Q5iI )"8 D,h"h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h55 h5 5 5 9/ /  / / / /  /  2 2 4 pnyt6Skd$$If4  aQ%Q5iI )"8 D,h"h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 5 5 5 9 / /  / / / /  /  2 2 4 pnyt6Skdz$$If4  aQ%Q5iI )"8 D,h|"8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skdj$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6SkdT$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd>$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd($$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skdq$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd[$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6SkdE $$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd $$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd/$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skdx($$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd,$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skdb1$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd5$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6SkdL:$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd>$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd6C$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6SkdG$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd L$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6SkdP$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd U$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6SkdY$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd]$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skdib$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skdf$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6SkdSk$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skdo$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd=t$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skdx$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd'}$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h55 h5 5 5 9/ /  / / / /  /  2 2 4 pnyt6Skdp$$If4  aQ%Q5iI )"8 D,h"h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd`$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skdՠ$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6SkdJ$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,55|5 h5 5 5 9/ /  / / / /  /  2 2 4 pnyt6Skd4$$If4  aQ%Q5iI )"8 D,"|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skd$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ , 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnyt6Skdm$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt6S$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ ,, 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnytkd$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ ,, 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnytkd]$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ ,, 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnytkd$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ ,, 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnytkdS$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ ,, 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnytkd$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnyt$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 48"6++ ,, 5585 5D55,5h5|5 h5 5 5 / /  / / / /  /  2 2 4 pnytkdI$$If4  aQ%Q5iI )"8 D,h|h8"600002 2 4apnytU$$If!v h#vp#v8#v #vD#v#v,#vh#v|#v h#v #v :V 8"6, 5 9 / /  / /  2 2 4 pxyt6Skd$$If  aQ%Q5iI )"""""""""""""8"600002 2 4apxyt6SDd b  c $A? ?3"`?2жf(BvZ%>a'V`!жf(BvZ%>a'Z`R!x]Q1oP9I4RUiCqC"Z  !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklnopqrstuvwxyz{|}~      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdenqrstuvxwzy|{}~Root Entryg FvuJ.p0Data mG&WordDocumentf<ObjectPoolmiP2ZuJ.vuJ._1496676456 FP2ZuJ.P2ZuJ.Ole CompObjiObjInfo  #&'()*+-./036789:;=>?@CFGHILOPQRUXYZ[^cfghilopqruxyz{~ FMathType 6.0 Equation MathType EFEquation.DSMT49q^lOT DSMT6WinAllBasicCodePagesTimes New RomanSymbolCourier NewMT ExtraWinAllCodePages!/ED/APG_APAPAE%B_AC_AE*_HA@AHA*_D_E_E_A  wEquation Native _1496676467% FP2ZuJ.P2ZuJ.Ole CompObj i FMathType 6.0 Equation MathType EFEquation.DSMT49q^lOT DSMT6WinAllBasicCodePagesTimes New RomanSymbolCourier NewMT ExtraWinAllCodePages!/ED/APG_APAPAE%B_AC_AE*_HA@AHA*_D_E_E_A  wObjInfo Equation Native  _1494750591R9FP2ZuJ.P2ZuJ.Ole  "* FMathType 5.0 Equation MathType EFEquation.DSMT49q>r k.   &f & MathType k&MathTypeUUCompObjiObjInfoOlePres000Equation Native DSMT5WinAllBasicCodePagesTimes New RomanSymbolCourier NewMT Extra!/'_!!/G_APAPAE%B_AC_A %!AHA_D_E_E_A  & |DSMT5WinAllBasicCodePagesTimes New RomanSymbolCourier NewMT ExtraWinAllCodePages!/ED/APG_APAPAE%B_AC_AE*_HA@AHA*_D_E_E_A  L p FMathType 5.0 Equation MathType EFEquation.DSMT49q>r k.   &f & MathType k&MathTypeUU_1496503625>FP2ZuJ.P2ZuJ.Ole !CompObj"iObjInfo$OlePres000%Equation Native ,_1496817845MFP2ZuJ.P2ZuJ.Ole 1DSMT5WinAllBasicCodePagesTimes New RomanSymbolCourier NewMT Extra!/'_!!/G_APAPAE%B_AC_A %!AHA_D_E_E_A  & V|DSMT5WinAllBasicCodePagesTimes New RomanSymbolCourier NewMT ExtraWinAllCodePages!/ED/APG_APAPAE%B_AC_AE*_HA@AHA*_D_E_E_A  H p FMathType 6.0 Equation MathType EFEquation.DSMT49q>r k.   &f & MathType k&MathTypeUUCompObj2iObjInfo4OlePres0005Equation Native <DSMT5WinAllBasicCodePagesTimes New RomanSymbolCourier NewMT Extra!/'_!!/G_APAPAE%B_AC_A %!AHA_D_E_E_A  & !TOT DSMT6WinAllBasicCodePagesTimes New RomanSymbolCourier NewMT ExtraWinAllCodePages!/ED/APG_APAPAE%B_AC_AE*_HA@AHA*_D_E_E_A  H p FMathType 6.0 Equation MathType EFEquation.DSMT49q^lOT DSMT6WinAllBasicCodePagesTimes New RomanSymbolCourier NewMT ExtraWinAllCodePages!/ED/APG_APAPAE%B_AC_AE*_H_1496678015 *"FP2ZuJ.P2ZuJ.Ole ACompObj!#BiObjInfo$D89Equation Native E_1496678004'FP2ZuJ.P2ZuJ.Ole JCompObj&(KiA@AHA*_D_E_E_A  C "* FMathType 6.0 Equation MathType EFEquation.DSMT49q^lOT DSMT6WinAllBasicCodePagesTimes New RomanSymbolCourier NewMT ExtraWinAllCodePagObjInfo)MEquation Native N_1497102638C,FP2ZuJ.P2ZuJ.Ole Ses!/ED/APG_APAPAE%B_AC_AE*_HA@AHA*_D_E_E_A  C "* FMathType 6.0 Equation MathType EFEquation.DSMT49qTOT DSMT6WinAllBasicCodePagesCompObj+-TiObjInfo.VEquation Native W_11283671991FP2ZuJ.P2ZuJ.Times New RomanSymbolCourier NewMT ExtraWinAllCodePages!/ED/APG_APAPAE%B_AC_AE*_HA@AHA*_D_E_E_A  C "* FMicrosoft ʽ 3.0 İ DS Equation Equation.39qOle \CompObj02]iObjInfo3_Equation Native `6 Dy L p FMathType 6.0 Equation MathType EFEquation.DSMT49q=tNT DSMT6WinAllBasicCodePagesTimes New RomanSymbolCourier NewMT ExtraWinAllCodePages!/ED/APG_APAPAE%B_AC_AE*_H_14955224566FP2ZuJ.P2ZuJ.Ole aCompObj57biObjInfo8dEquation Native e_14955224924;FP2ZuJ.P2ZuJ.Ole jCompObj:<kiA@AHA*_D_E_E_A  L 1 FMathType 6.0 Equation MathType EFEquation.DSMT49q=lNT DSMT6WinAllBasicCodePagesTimes New RomanSymbolCourier NewMT ExtraWinAllCodePagObjInfo=mEquation Native n_1495522623@FP2ZuJ.P2ZuJ.Ole ses!/ED/APG_APAPAE%B_AC_AE*_HA@AHA*_D_E_E_A  L 2 FMathType 6.0 Equation MathType EFEquation.DSMT49q=NT DSMT6WinAllBasicCodePagesCompObj?AtiObjInfoBvEquation Native w1_1497103050HEFP2ZuJ.P2ZuJ.Times New RomanSymbolCourier NewMT ExtraWinAllCodePages!/ED/APG_APAPAE%B_AC_AE*_HA@AHA*_D_E_E_A  L 2 (R n ) FMathType 6.0 Equation MathType EFEquation.DSMT49qOle |CompObjDF}iObjInfoGEquation Native TOT DSMT6WinAllBasicCodePagesTimes New RomanSymbolCourier NewMT ExtraWinAllCodePages!/ED/APG_APAPAE%B_AC_AE*_HA@AHA*_D_E_E_A  W 2,p FMathType 6.0 Equation MathType EFEquation.DSMT49q_1497103067JFP2ZuJ.P2ZuJ.Ole CompObjIKiObjInfoLTOT DSMT6WinAllBasicCodePagesTimes New RomanSymbolCourier NewMT ExtraWinAllCodePages!/ED/APG_APAPAE%B_AC_AE*_HA@AHA*_D_E_E_A  W 2,p FMathType 6.0 Equation MathTyEquation Native _1496819747OFP2ZuJ.P2ZuJ.Ole CompObjNPipe EFEquation.DSMT49q!TOT DSMT6WinAllBasicCodePagesTimes New RomanSymbolCourier NewMT ExtraWinAllCodePages!/ED/APG_APAPAE%B_AC_AE*_HA@AHA*_D_E_E_A  W 2,pObjInfoQEquation Native _1234567890/\TFP2ZuJ.P2ZuJ.Ole CompObjSUiObjInfoVEquation Native 6_1234567891YFP2ZuJ.P2ZuJ. !Fʽ༭ 3.0 İ DS EquationEquation.KSEE39q-4Z, L p !Fʽ༭ 3.0 İ DS EquationEquation.KSEE39qOle CompObjXZiObjInfo[Equation Native 6 H14Z0 L 1 !Fʽ༭ 3.0 İ DS EquationEquation.KSEE39q H(4Z' L 2 FMathType 5.0 Equation MathTy_1234567892Wa^FP2ZuJ.P2ZuJ.Ole CompObj]_iObjInfo`Equation Native 6_1494692153cFP2ZuJ.P2ZuJ.Ole CompObjbdipe EFEquation.DSMT49q DSMT5WinAllBasicCodePagesTimes New RomanSymbolCourier NewMT ExtraWinAllCodePages!/ED/APG_APAPAE%B_AC_AE*_HA@AHA*_D_E_E_A  s k "-Oh+'0ObjInfoeEquation Native 1Table1SummaryInformation(hJ(NfjJb' Ub[%̽W#!龻{{*`<&@`ul@$%F8KyVhRӿ5._ΙawLP*;V1 sb7ʓ?b?d0Dd ,@b  c $A? ?3"`?2KNGTFB'V`!NGTFB xuRoP{SD?n$"h+:2E$eGj)q8x )K*1wЭ;#oH;ۑO{}!@>)1G($I^bW `h^4[PO/B=#?ŒcpOWZ I+7PƣhߪOvrg2`]Oiqwѓ`x?1^Bs2 , !3 otoPZiu۽ۀk=[]q2wB^hUϦ%Ta?M]ș )}qf}^6Nk4b;/Bfㆳ/ғ&/v 1VAj$MXTUH{78?_oJj&a%kq39C֟3u@vyg3~Ɯ>Dd ,,b  c $A? ?3"`?218䪠{©V`!18䪠{©xڝRMKQ=űf- ut!X13օD) Sm 1!YY]I7 ]tE- n.k3V\y{8yK dil(E( zrjWtIGuL!dl`Ɵ.-fQA̘e\*Sbtf|{jwMgn6}tݻf3Wnzs-r2OY)V0֐p0n?c#@$/; 4J |S۷US.6wwP]TƻfCA%Hj:ݶ߮0%o/Y_VsOt ΅Ue;Ⴛc G vP>KGD<,xϬhN"|l%{i(qx<[ :][Tٰ _5Q^:0Dd |,b  c $A? ?3"`?2 v$` k8~Q-.cV`!v$` k8~Q-.c`0xڝRMKQ=űfb+ t1M$4n өNm 1!R(v&n ˢK+tzdҖvc܏w޽ aH"@4ފ(F0Sc)5KZe=1P #_6RqU%r7Aw}$mmA#hP)U/k{VvjWvw2ڿwgYT߮ymI"3VnEkLabaVr`U!B`KAady1};XqA?X+N,=M<)^, āEYєdmEyih(u77̋X$p<:F:T^: Dd |,b  c $A? ?3"`?28m+fEBr|V`! m+fEBr`0xڝR1oPIiNK SK"јNJRO UС*/T;RRoH{#!8a(8" $IRN\EUWz&*4Ttǯ:Q y:E㏌>2&*b~$mGi'ܜ24ˉd8p}|;\[嗇s|~Y :vq~m cYK)FI+:|<-=|vCk _Ȗۓ!jſ۪[ȓ#\cػ㑋ҧ/yWV6i}lź1[?ndvpLeDJTLvH@5?)QSDH2EbnoT1AU1@ 1_A>]N/+kaO0U(MqKdw-s $>p3?''(.sFuH<#o8܉N/QO⛆ғlGd.-3O-9S'l!p~$}Qa:hCi @h\ܣe[R\U՛Pm‚ڝk8DZ''b?e.,EfBH Dd @@b  c $A? ?3"`?2JE .Ktd-Q&jV`!E .Ktd-Q  xuRMo@)u" ćҪ8uL!("8Z&l[KũR 8CTzđސjf֎@<ڷ33o"@ap82 3#4Unge>pLeDJTLvH@5?)QSDH2EbnoT1AU1@ 1_A>]N/+kaO0U(MqKdw-s $>p3?''(.sFuH<#o8܉N/QO⛆ғlGd.-3O-9S'l!p~$}Qa:hCi @h\ܣe[R\U՛Pm‚ڝk8DZ''b?e.,EfBH Dd @@b  c $A? ?3"`?2Iܿts'7 %jV`!ܿts'7   xuRn@iD"7""\P1mA2ZJ(J}R\8C ~s% 3v$bѾݝyy Vr i蜱 1$BMv#;+E\c/"W0mzЋTӛ?Gt~,X!6N:'KU% Ed=3hڼW<50:%QC.喰RZVAݍ/GU}n~dbx:g-"noƠ{]{`GA퉎/"(k\e5gz ]B9YtCIӗ8 wڰ;4=mī ҕw|Cd-sWֽ9W'A`׽JlİuP?@'AܣEj3t&dyvg֍Bux&=bL߇DyK http://eudml.orgyK <http://eudml.org/yX;H,]ą'cDd ,,\   c $A? ?#" `2Rj!.7 O0uv4.< V`!&j!.7 O0uv4xcdd``> @c112BYL%bpu 1h:-b#3XGDd ,b   c $A ? ?3"`? 2DfCix "}S > V`!fCix "}SRxRMkQ6 ̤EiAŶԅ+NVhJ0_H2 8+ H7.+)\Z;ܗYnseڂH[bA@@[BNSmm4V0t$cQw+oPji3+"2aJd#wP5h2 ]u)/—3AWEցY{]?GPr1zrxE?tMܺ{b,ck3~3c? w,~?: X* ڡh*lփI9AjּKbQڝΎ-D˙F} >5-pSH/qeuWzb= kML;,pɺuRW܄?( WHXd~/"g$QAt)W]kPu錙U:5dA3Ȍ5Dd ,b   c $A ? ?3"`? 2DPfJ#<궓 8V`!PfJ#<궓HxRKkQ>QfRuaVtQ,\t2B#\cƁd28+ ޿]+7t!3y~."QDސHb5Rk/e* qލAjx,Zʢ Be֢).~eX?*:D^Erf;Ⱥ'ֽA >_{tG?T+ICc d;ol&1dweè8LutC t֝IBh$>?^oǏ3x~WGT-\+?rOF>o-xSHO ʖ;o4n{v+/6%nr=xLÑc&k^2M#8!eyuM䳍 c <-1Ȳda DB쨔t#&-^vGcݧ3aV:WռR&63"E~&!Dd hb   c $A ? ?3"`? 2k0 MUK\B.sG2V`!?0 MUK\B.sZ@(+| xRoP$I$;@mEI)R$1Q,%NL|Is F fBW@|}Lھ$^W(BklH.+ r/ۥ,n^}Q@S(0[ڷw`I&?1O\$^/G猺RyCjD,|ߝX$ 'B~^q=J?G`/,-_ЎYDI"18N]jo [-0K*v}P~c IDV_V^nQwW%O7&\yYz뺈#$Cj|iX[Я9Vgu a)7Bng;FɇdVS =5T`jtO)НauNZ۪me\t4Q pkZ)c8fbgCcwDd @b   c $A ? ?3"`? 2PF   xڝR1oPI)I *n iQ& A XJ+J3@B%lnAJ!0l`|߻{w7@=6A Qh'H]Q@3zؚ$z@}fCqP"B~(> ^QJ-//N'lvw7Y#sG{bW.|3bɯ끤hM/AVJ1e5{JӸuב!dkzpzV nu+=?VYkN=NU$ a/OyV6imjmj|LBhWèT*75g'Ƒ-wXkNͱCZ#DA:qY,v^e^l穩~7pvf)a1^+6'HQQsP+xI70?- ůDd @b  c $A ? ?3"`? 2Pd| kr,YV`!$d| kr>  xڝRoPIN A0TE:2E$RF+S,%NJ3@B%l :X*1Rsl}w=BP pQHq :Ɗ"WRdt5jk1{u,%t^gthQlB%5]`Ca'7wqmttfl--?\mx~K12pL{ f Ÿ.of=YL{<=Maez˶ ?9&^`۾=Ӹ7#+ji~=j=/D97{Rw:{$sՆ /OOxgV7IeӪEv۵j.]dYJ4q-ĉhD?e`׉ki%_'G,9T&YSS&jEF|:W97XáŊ\Kʔy+IotDd @b  c $A? ?3"`?2P3-c< a,_V`!$3-c< a>  xڝR=oP=IS>$mP&N A2)NJS@ ! C ~K%F P6|}ϻs}!@ɱ (Ft!D, 4z2Qg; ,ы$T^gt)(H6!Y5]bCDab'v܁hv8=|yw29a6O釵޶ƻ7I#}G{b W.*"|=#@ڃztu(Wy4 ?9&{]֑#f&pzFen8-{ P>uF2B5#;c$cZcVPַܱ+pe1R+tFjm86cժ[PFL$a%Q GC8k$3/6T ?VUo`r٨XWG<+i0v9eL[KxDd 00r  s 4A? 0 VGr 63"2TDTƨXnEc\nn0eV`!(DTƨXnEc\nnxcdd``> @c112BYL%bpuxcdd``> @c112BYL%bpuxcdd``> @c112BYL%bpu2~;g`lCm7O}~² D Pљ(I9xV֦߷toiOLJN+q24yHј{c)n܍A.ڽs 2O#@hdŬf4 y-Tf4Jqz8OΠTQmԚkŻ]^J_!wy%&V:{ݖߕgjMyzHH|=> KΨj#Cׯ1ۈF4ZwzE-(Y)s|^vs#M" ]˼ rH_Mdb ]%{Ɩl`>; ۀ%'&f_YII0kznRW1?nbj¾IFj87fqNݩ >xjm)ʬuWLfdݮ+5_4csj-V?k3rm}gz gs嚋7xwsȈR W*)|jȫKXͫ dXIBF؇bnh ( *'vɗ3KZjz'c*_=}<9ݻw~]8^~_o?xYýg~^G}J0Emh=Ԅ Ξa>s$-, Oɠ=Hp Ua/ UO d*:(.fTU/!9$V[|hrvs-iUt. 6ڪ4Cebs)bMjBekp um,fd$͑{6GUVf~b#Vb@qTTW.ޛd)i@vdq9Y^X7{2%uHx+af6]>f#sm*qqDHehK)@?71oggo`:fղekp£2֌Nj8ǰD CB?81e>nEeU}H]dm1iQ6褣֧ "  &&&) ^ |!"t#$%z&t'h(d)D* ++235f8&<>:AFLMOQRSU,WZ!_c.fj"nr^uxz|~ ~>pP8ΧP0.@N2nf6`f\BF@ p D bv.!F'D4(x   # ').1b89"@BGxJNTb) 2 0@P`p2( 0@P`p 0@P`p 0@P`p 0@P`p 0@P`p 0@P`p8XV~PJ_HmH nHsH tHJ`J cke $1$a$ CJKH_HaJmH nHsH tH\@\ Eh 1$dd1$@&[$\$a$5CJ0KH$OJQJ\^JaJ0$A`$ ؞k=W[SOFi@F nfh*ph$$ Etitle2ZoZ Emathjax1256;<@CJZ\]aJr@hoh EDefault 1$7$8$H$1B*CJOJ PJ ^J _HaJmH nHphsH tH<@< ERQk=!WD` OJ QJ aJ6O!6 Eauthor notfaded0O10 E a-size-large"W`A" Nvp5\@OQ@  authorname important)@a fux.@r. (FyblFhe,g'CJaJ8o8 'F yblFhe,g Char CJKHaJPK![Content_Types].xmlN0EH-J@%ǎǢ|ș$زULTB l,3;rØJB+$G]7O٭V?ACDFHIKLNOPRSUVWXYZ\]^`acdfghjl    !"$%'()*,-/013468:;=>?ABDFHJKLNPQSTUWXZ[]^_abdeghik t ( 4Tr 4ZxBdLnBb !!J""t#$$>%%f&&'((B))x*++-39@FKQ3UZ6bhmryx~(ҍږtf4^`V@ &z!)XL$ /5AlJhXx_thnt|"BF$  #'+/38;@BEGJMQT[_beikm  #&+.2579<@CEGIMORVY\`cfj111@4O4Q4<%=)=,=k=o=hF*G6GQQQQQQRRR!T0T2TxTTTTTUUUUyYypy}}}&(¨ڨܨ,.#+_bi`cf.6C/2548 ;=Cjl;?$KM 46@.hq [_a5,z}!!!""::""XXX:::":::XX::::XXXXXXXXXXXXX:::XX:::XXXXXXXXXXXXXXXXX: ")!!@ @H 0(  0(  B S  ? OLE_LINK1 OLE_LINK3 OLE_LINK2_GoBack__infodetail_pub OLE_LINK12 OLE_LINK5 OLE_LINK6 OLE_LINK7 OLE_LINK8 OLE_LINK4MQQ b'" M*R*R b,"gWrXrYrZr[r\r]r^r_r`rarbrcrdrerfrgrhrirjrkrlrmrnrorprqrrrsrtrurvrwrxryrzr{r|r}r~rrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrss##N$N$&&u&u&''!3!3m3m333666666CC?@ABCEDFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefzz##T$T$ & &}&}&'')3)3w3w333'6'66666CCBJBJLLLL>P>PxRRR8S8Sb[b[[[\\L^ nnooVV  / / pzz{lldd<<YY'"'"""""  !"#$%&'()*+,-./0123456789:;<=>?@ABCEDFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdef=!*urn:schemas-microsoft-com:office:smarttags PlaceName="*urn:schemas-microsoft-com:office:smarttags PlaceType9a*urn:schemas-microsoft-com:office:smarttagsState9f*urn:schemas-microsoft-com:office:smarttagsplace8g*urn:schemas-microsoft-com:office:smarttagsCity gffggfafafgffagffafafafaafgffaaffgfaffagfgfgfffgfafgfaafgfaffgfgfgaff"!!"afafg"fg!f"affafafggffgaffg!f"$%+,h Z %*79Yh| "#$%&38CGY_ls"$CLkq%*?HIMbklo#$(=FGKqu ,1PSclmu%./2GPQUjstx  1 8 W \ {  / 2 Q W v z , 0 O S i r s y  S X w z   0 9 X \ { 6:Y`4=>Dci-67Cbh !"'(<@ACDEHI_cdfghmn]^de/02378$%)*PQWX]ty~@AFGsx~ !#,.8@CEHJMO]^t     ,-126:<EOSW\]&@Fdeosvx~ OQ'(269;BDFHOZ]_dfhjs~ =?ACMS-/BCFLTU_cfhnpy',.35@G!!!" "&"'"*"+"H"I"P"U"V"_"i"n"p"u"v"~""""""###&#L#R#_#`#h#############o$s$$$$$$$$$$$$$$$$$$i%j%o%p%%%%%%,&2&B&K&`&f&&&&&&&&&:'='?'D'F'H'J'S'_'b'd'j'l'n'p'w''''''''''''''''''''''''''G(H(M(N(((((((((((())))&)a)b)u){))))))))))))))))** ***+*/*@*D*[*b*{*******************+++"+9+E+e+i+++, ,\,`,~,,,,,,,,,,,,,,,,,-H-p-w------....".).1.4.6.;.=.E.M.P.R.W.Y.a.j.n...............%/2/3/V/q/s/w/{/ 0000000 0"0,080;0=0C0E0H0X0[0]0d0f0t000000000000000000011!1/1w1y11111 2222%2(2122222222222222222222222222223 3343:3E3L333333333334444 4!4)4.4;4@4Y445555555555555666677$7(7*7073747T7U7^7b7d7m7|7}777777777888)88888888888888899 9999=9A9C9H9K9L9l9m9v9z9|999999):-::::::;;;$;?;G;L;`;d;f;s;v;w;;;;;;;;;;;o<<&=)=l=o=r=============================AAAAAAAAAAAAAAAB BB BBBBBBBC6CNBNJN]NcNdNhNlNpNqNwN~NNNNNNNNNNNNNNNNNNNNNOOOOO&O.O:OCODOFOGOLOMOPOSOXOYOZO\O]ObOdOpOsOvOwOxOOOOOOOOOOOOOOOOOOOOO\P_PaPcPePjPlPnPpPwPPPPPPPPPPPPPPPPQ QQ=Q@QAQDQEQFQGQJQKQTQQQQQQQQRmRnRrRwRxRzR}RRRRRRRRRRR#S'SCSIShSpSSSSSSSSSSSTT TTT!T5T9TXIXLXNXTX]X_XaXcXeXpXsXuX{X|XXXXXXXXXXXXXXXXXXXXY YY$Y/Y1Y^Y`YvYxYYYYYYYYYZZ$Z'Z0Z3ZEZGZYZbZzZZZZZZZZZZZZZZZZZZZZZZZ [["[)[[[[[[[=\A\_\c\e\j\m\n\\\\\\\\\\\](]1]8]@]B]G]H]]]]]]]]]]]]]]]]]]]^!^)^p^q^t^^^^^^^^^^^^^^^^^^__ _ _+_,_5_9_;_D_V_X_\_j_______`#`;`C`F`R`[`_````````````aaalamaaaaaaaaaaaaaaaaa bb_bbbbbcc/c8cTcocucvcccccccccdddddd/d1d5dCdbdxddddddddddd eeeee#e%e)e+eNeVeXe^edejeqese}eeeeeefffrfyffffffffffg!g"g+g/g1g:gNgPgTgxgggggggggggggh%h.hJhYh_hghkhhhhhhhhiiii,i5iIi]idifiqiviiiiiiiiiiii j jjjj#j6j7jl@lIl\l^lblnll_mmmumvmmmmmmmmnn!n%ndnhnnnnnnnnnnnnnnnnnnoo#o3oCoDoIomotoooooooooooooooopp pppp p'p7p:pp@pCpEpMpOp]pipjprpspppppqq3q7q9q=q>q?qBqCqbqcqlqpqrq{qqqqqqqrErFrKrQrjrvr{rrrrrrrrrrrrssssss!s#s-s5s8s:ssDsFsPsXs[s^sdsgshskswsssssssss4t5t|?|n|x|y|||~||||||||||||||||}}}}~~ ~~~~4~5~>~?~D~M~]~^~e~f~~~~~~~~~-2346CEGKLR_vz~4<cdiqtvy{ÀĀ-[cÁ&|~łǂɂԂւ.2489:=>YZcgir„Ä݄  )146=?ABIQTVbdfht}ɅʅӅׅ؅Æۆ &'achp҇Շׇ݇߇$:Ayz PV]ehnuzÉ27;NX^achjs~ÊƊɊي݊ *+48:CST[‹ɋ*0Bsuyz}Ō͌!'05MRXY\^vw!%BFIMQ]`vÎ؎ .17:>@JOPRUW[]acegny~Ǐ̏я+1:?\afÐ!Z_bjl~Ñđ̑ϑבڑݑ !#(/13<DGITVXZailnrtvx Ó:X]ÔԔ֔ڔ+0TelmortxѕՕוٕەߕIMOQSX`ceikmov~Ȗɖі֖×Ǘ/0:AFQVyØƘȘʘϘטژܘ %+,/1NOW\puxz~Ù QWʚΚКҚԚښ 0468:@JOglstwyÛ Y`Ĝ̜Ϝ՜؜ݜ'9CLNrvxz| Ӟ؞ݞޞߞ 058:>MRSWpuП֟ן &@GMTVZ\girtàΠؠܠ$+agrzСաߡ  $âãPSVXZaluŤ̤ͤϤҤԤפ٤"(),.OPX]rwz|å4æ  $&(*19;=ACEGP[apvxz|ϧӧէۧާߧ )*1¨HNéͩѩөթשܩ 78AEGP`ahê+2t~ëūΫ٫ܫޫ%)+045VW`dfoìrs}gmvzͮή׮ۮݮ¯ʯ˯ίկ֯ݯ >NRUY\efiklmnqsu|ΰа!*=@CGfjxy|}űƱͱ۱ FMipqò*,:OTlw48:?BCcdmqs|Ǵ!'5EFGInxĵʵеӵٵ۵!&')+5BGHJRVXbkoĶȶʶӶ "$,TVX\nvxķ׷ٷ۷ݷ (-9DEGJMUWY[bmx} /35;<=@A`afijkpyʹй Cfhjoݺ ,58:=?BILNQS`      !"#$%&'()*+,-./01234567?=<;>@ANCDEFGHIJKLM:OPQRSTUVWXYZ[\]^_`abcdefgʻһ06\ks6H+,Z[j| !HI'(6JCD*5cf !0C@SSTRe%8qr !Z[NOh{9:Nb      Y m   *=wx CDex2jkps"""""""""""""""""""w z  #KNEHORYb69[^cf! " X Y !&!]!_!(#-#2#3###%%#&9&&';'>'d'h'****+,+--//// 000000:0;0Z0[02244Z5b5k5o55577J8N8Y8]8f8j8::::::<<2<5<B<G<========CCDD#F&F_FbFdFgFII$J1J NNXNYNNNOOaPbPQQRRSSVVW WhWiWfZlZZZL[O[^^p^^^^__``%`"""""""3333s3333333s3ss333333ss33333333ssss3ssss33333333ss3333333333333333s33s33333s33333ss,Yiil!#DFEFjl,.NP$ % p s ;=467DWX^e08y%*~ 6W]&"P"`#i#$$''''H(N())* *\*b*,,-1...00224)45517^7~7788I9v9::t;;<<??AACCDDGGJJ?MhMPPS TTU&VUVX&XXXY%Yk\\_5_aacdf+gij l:lnn>qlqssssqttu vwwy*zn|y|~>~ 0[qq|9c݄Ӆ4CX@KfU_`і0;+WJs9ݞΠ٠ߡ(XXܧ A2`׮@mʵ=kĶj<j#)&U,MW  .8z!;AIYDCfV`&TsEr-[|&1!Orx  :v  y  JxD=k"""""""""""$$&*1\]FHik!#DFjl,.NPjsW \ p r ;=46#'(AFHIdimn%&F!n$n$i.i.F;F;=ASSXX\w^w''BC"#bc()89RSJKpqYZMN_a89EG    P R   "#vwBC]^ijz{"""""""""""""".%jILp z z ] . (&8 Ȯ-/p[ 8tO'Td|,1t6:4ks 3*Ӳo4vtN,P%?Q!.%!.%-;XjS4f+J.K5cP6"8[5.:P&|,[: @L?()TCܽXkI붣]KE?QHQvUQvUbvUbvUU8BU&'Y>hZ (#[~Kt\K_FcbU^bB6e>\ )IfJ5bn~Y0oh,&p,vv%x?Q||^0\|"[:}q H\H^H`\hH. \^`\hH) \^`\hH. 4\4^4`\hH.  \ ^ `\hH) | \| ^| `\hH.  \ ^ `\hH. \^`\hH) h\h^h`\hH.hh^h`o(. H\H^H`\o(hH. \^`\hH. \^`\hH. 4\4^4`\hH)  \ ^ `\hH. | \| ^| `\hH.  \ ^ `\hH) \^`\hH.h^h`CJOJ PJQJ o(^J.H\^H`\)\^`\.\^`\.4\^4`\) \^ `\.| \^| `\. \^ `\)\^`\.h^h`OJPJQJ^JhH. ^`hH. pp^p`hH. @ @ ^@ `hH. ^`hH. ^`hH. ^`hH. ^`hH. PP^P`hH.hh^h`o(. H\H^H`\hH) \^`\hH. \^`\hH. 4\4^4`\hH)  \ ^ `\hH. | \| ^| `\hH.  \ ^ `\hH) \^`\hH. H\H^H`\hH. \^`\hH) \^`\hH. 4\4^4`\hH.  \ ^ `\hH) | \| ^| `\hH.  \ ^ `\hH. \^`\hH) h\h^h`\hH. H\H^H`\5hH. H\H^H`\hH) \^`\hH. \^`\hH. 4\4^4`\hH)  \ ^ `\hH. | \| ^| `\hH.  \ ^ `\hH) \^`\hH. H\H^H`\5hH. H\H^H`\hH) \^`\hH. \^`\hH. 4\4^4`\hH)  \ ^ `\hH. | \| ^| `\hH.  \ ^ `\hH) \^`\hH.h^`56CJOJQJo(hH.h H\H^H`\hH)h \^`\hH.h \^`\hH.h 4\4^4`\hH)h  \ ^ `\hH.h | \| ^| `\hH.h  \ ^ `\hH)h \^`\hH. H\H^H`\hH. \^`\hH) \^`\hH. 4\4^4`\hH.  \ ^ `\hH) | \| ^| `\hH.  \ ^ `\hH. \^`\hH) h\h^h`\hH. \^`\o(hH0 H\^H`\hH)\^`\OJPJQJ^J. \^`\hH. 4\^4`\hH)  \^ `\hH. | \^| `\hH.  \^ `\hH) \^`\hH. H\H^H`\5hH. H\H^H`\hH) \^`\hH. \^`\hH. 4\4^4`\hH)  \ ^ `\hH. | \| ^| `\hH.  \ ^ `\hH) \^`\hH.SsS^S`s56CJOJQJo(hH. H\H^H`\hH) \^`\hH. \^`\hH. 4\4^4`\hH)  \ ^ `\hH. | \| ^| `\hH.  \ ^ `\hH) \^`\hH.H\H^H`\5.\^`\)\^`\.4\4^4`\. \ ^ `\)| \| ^| `\. \ ^ `\.\^`\)h\h^h`\. ^ `o(.\^`\)\^`\.4\^4`\. \^ `\)| \^| `\. \^ `\.\^`\)h\^h`\.h^h`OJPJQJ^J. H\^H`\hH) \^`\hH. \^`\hH. 4\^4`\hH)  \^ `\hH. | \^| `\hH.  \^ `\hH) \^`\hH.h^h`OJPJQJ^J. H\^H`\hH) \^`\hH. \^`\hH. 4\^4`\hH)  \^ `\hH. | \^| `\hH.  \^ `\hH) \^`\hH. H\H^H`\hH. \^`\hH) \^`\hH. 4\4^4`\hH.  \ ^ `\hH) | \| ^| `\hH.  \ ^ `\hH. \^`\hH) h\h^h`\hH. H\H^H`\hH. \^`\hH) \^`\hH. 4\4^4`\hH.  \ ^ `\hH) | \| ^| `\hH.  \ ^ `\hH. \^`\hH) h\h^h`\hH. H\H^H`\hH. \^`\hH) \^`\hH. 4\4^4`\hH.  \ ^ `\hH) | \| ^| `\hH.  \ ^ `\hH. \^`\hH) h\h^h`\hH.   ^ `hH.h^h`OJPJQJ^J. H\^H`\hH) \^`\hH. \^`\hH. 4\^4`\hH)  \^ `\hH. | \^| `\hH.  \^ `\hH) \^`\hH. \^`\hH. \^`\hH) 6\6^6`\hH. \^`\hH. ~ \~ ^~ `\hH) " \" ^" `\hH.  \ ^ `\hH. j\j^j`\hH) \^`\hH. \^`\hH. \^`\hH) 6\6^6`\hH. \^`\hH. ~ \~ ^~ `\hH) " \" ^" `\hH.  \ ^ `\hH. j\j^j`\hH) \^`\hH.hh^h`o(. H\H^H`\hH) \^`\hH. \^`\hH. 4\4^4`\hH)  \ ^ `\hH. | \| ^| `\hH.  \ ^ `\hH) \^`\hH.H\H^H`\5CJaJhH. \^`\hH) \^`\hH. 4\4^4`\hH.  \ ^ `\hH) | \| ^| `\hH.  \ ^ `\hH. \^`\hH) h\h^h`\hH.W^`Wo(.W^`Wo(.h^h`CJOJPJQJ^J^J.H\^H`\)\^`\.\^`\.4\^4`\) \^ `\.| \^| `\. \^ `\)\^`\.H\H^H`\5CJaJhH. H\H^H`\hH) \^`\hH. \^`\hH. 4\4^4`\hH)  \ ^ `\hH. | \| ^| `\hH.  \ ^ `\hH) \^`\hH.^`o(. \^`\hH) \^`\hH. '\'^'`\hH.  \ ^ `\hH) o \o ^o `\hH.  \ ^ `\hH. \^`\hH) [\[^[`\hH. \^`\hH. H\H^H`\hH) \^`\hH. \^`\hH. 4\4^4`\hH)  \ ^ `\hH. , L X d p|(йֵѧרҵ˶ʿоA109Normaljoh146Microsoft Office Word@f@`@Ў..@z@[J.6f+_  s+ht  FMicrosoft Word 97-2003 ĵ MSWordDocWord.Document.89qAhttp://www.dangdang.com/publish/%BF%C6%D1%A7%B3%F6%B0%E6%C9%E7_1}4http://www.dangdang.com/author/%D2%B6%C6%E4%D0%A2_1[7S^ | \| ^| `\hH.  \ ^ `\hH) \^`\hH. \^`\hH. H\H^H`\hH) \^`\hH. \^`\hH. 4\4^4`\hH)  \ ^ `\hH. | \| ^| `\hH.  \ ^ `\hH) \^`\hH. H\H^H`\5hH. H\H^H`\hH) \^`\hH. \^`\hH. 4\4^4`\hH)  \ ^ `\hH. | \| ^| `\hH.  \ ^ `\hH) \^`\hH.   ^ `hH.  ^ `՜.+,D՜.+, X`lt| hsd1" ( 8@ _PID_HLINKSAXRhttp://www.amazon.com/Dale-Husem%C3%B6ller/e/B001IZRJ3W/ref=dp_byline_cont_book_1wbhttp://book.jd.com/publish/%E9%AB%98%E7%AD%89%E6%95%99%E8%82%B2%E5%87%BA%E7%89%88%E7%A4%BE_1.htmlWr4http://book.jd.com/writer/%E9%BB%84%E6%98%8E_1.html#4http://book.jd.com/writer/%E6%A2%81%E6%97%AD_1.htmlSk=http://book.jd.com/writer/%E5%88%98%E5%88%A9%E5%BC%BA_1.htmlY3=http://book.jd.com/writer/%E6%9D%A8%E6%96%B0%E7%A4%BE_1.htmluP4http://www.dangdang.com/author/%D0%EC%B3%C9%CF%CD_1"P4http://www.dangdang.com/author/%D6%EC%B5%C2%CD%A8_1-4http://www.dangdang.com/author/%CB%EF%CE%C4%E8%A4_1KkShttp://www.dangdang.com/publish/%CA%C0%BD%E7%CD%BC%CA%E9%B3%F6%B0%E6%B9%AB%CB%BE_1s+http://www.dangdang.com/author/J.Smoller_1>GAhttp://www.dangdang.com/publish/%BF%C6%D1%A7%B3%F6%B0%E6%C9%E7_1}4http://www.dangdang.com/author/%D2%B6%C6%E4%D0%A2_1[7S^%http://book.jd.com/writer/P ^g_1.htmlEe%http://book.jd.com/writer/[e[_1.htmlk/Q%http://book.jd.com/writer/HpQj_1.htmlk ~%http://book.jd.com/writer/R܀:__1.htmlzPr4http://www.dangdang.com/author/%BD%AF%CE%C0%BB%AA_1to4http://www.dangdang.com/author/%CD%F5%BA%E9%B1%F5_1q0cshttp://www.amazon.cn/s/ref=dp_byline_sr_book_3?ie=UTF8&field-author=%E5%BE%90%E5%9B%BD%E5%87%AF&search-alias=booksR`jhttp://www.amazon.cn/s/ref=dp_byline_sr_book_2?ie=UTF8&field-author=%E5%BC%A0%E6%B6%9B&search-alias=booksVK]jhttp://www.amazon.cn/s/ref=dp_byline_sr_book_1?ie=UTF8&field-author=%E7%8E%8B%E5%A8%9F&search-alias=books*Z4http://www.dangdang.com/author/%CB%D5%BA%EA%D2%B5_13WMhttp://www.dangdang.com/publish/%B8%DF%B5%C8%BD%CC%D3%FD%B3%F6%B0%E6%C9%E7_1} T4http://www.dangdang.com/author/%D9%DC%BD%F5%BB%AA_1Z'Q.http://www.dangdang.com/author/%BA%CE%D3%C2_1 N.http://www.dangdang.com/author/%CE%E2%C3%F4_1%mKshttp://www.amazon.cn/s/ref=dp_byline_sr_book_1?ie=UTF8&field-author=%E9%BB%84%E6%9B%BC%E7%A3%8A&search-alias=booksQH!http://item.jd.com/10751738.html*E4http://www.dangdang.com/author/%CB%D5%BA%EA%D2%B5_1PwB4http://book.jd.com/writer/%E8%A4%9A%E5%81%A5_1.html P?fhttp://www.amazon.cn/s/ref=dp_byline_sr_book_1?ie=UTF8&field-author=Klaus+Deimling&search-alias=booksMN0http://eudml.org/P-o(. \^`\hH) \^`\hH. 4\4^4`\hH.  \ ^ `\hH) | \| ^| `\hH.  \ ^ `\hH. \^`\hH) h\h^h`\hH. W\W^W`\hH. \^`\hH) \^`\hH. C\C^C`\hH.  \ ^ `\hH)  \ ^ `\hH. / \/ ^/ `\hH. \^`\hH) w\w^w`\hH. \^`\hH. H\H^H`\hH) \^`\hH. \^`\hH. 4\4^4`\hH)  \ ^ `\hH. | \| ^| `\hH.  \ ^ `\hH) \^`\hH.^`o(. H\H^H`\hH) \^`\hH. \^`\hH. 4\4^4`\hH)  \ ^ `\hH. | \| ^| `\hH.  \ ^ `\hH) \^`\hH.   ^ `hH. ^`o(hH. H\H^H`\hH) \^`\hH. \^`\hH. 4\4^4`\hH)  \ ^ `\hH. | \| ^| `\hH.  \ ^ `\hH) \^`\hH. \^`\hH. H\H^H`\hH) \^`\hH. \^`\hH. 4\4^4`\hH)  \ ^ `\hH. | \| ^| `\hH.  \ ^ `\hH) \^`\hH.H\H^H`\5.\^`\)\^`\.4\4^4`\. \ ^ `\)| \| ^| `\. \ ^ `\.\^`\)h\h^h`\.h^h`o(.H\^H`\)\^`\.\^`\.4\^4`\) \^ `\.| \^| `\. \^ `\)\^`\.  ^ `o(. H\H^H`\hH) \^`\hH. \^`\hH. 4\4^4`\hH)  \ ^ `\hH. | \| ^| `\hH.  \ ^ `\hH) \^`\hH. \^`\5hH. H\H^H`\hH) \^`\hH. \^`\hH. 4\4^4`\hH)  \ ^ `\hH. | \| ^| `\hH.  \ ^ `\hH) \^`\hH./bnK_,[:?QFcb8tO'Y)IfXkI^b)TC[(#[Z6e,&p:}|z U!.%t\S4] . L?k-8tO bvU%xQvU8 ,P% 3U^0\|o4v~Y0o[5.:d|/t6cP6%Lp .K5]K5090W0:..         ^fk        *X                         օ        օ        Nj                  | ,T      օ        +M        *g        ^N                                   8?                          ޥ                        p1n                          օ        ~                          p1n         c0                 ¾<        Ϊ        VRh} 1 fVyc-^aqt8yc- vr9O2Q2Qf2Qqt8T^a2QHeRh}vr975 C8V%u|X :@V1 m|y#Rehl4Ek '  0 =    ga 6o O $9 \)J,'MVca1U?cnj\mypB-YJ=|d~? A!!#`# A$Xw$%2.'zm',())e)T,*1*p**+=3+@+v+_,B -8-=-}-<..I/L/N/i/3!1LP16k1~232N3y35@4h5%5,5z5b7v7L8+8Cs9<vA<=tV=hf>IZ?Z@zASYAB_CmDDs&EF}-FX/FDFyF@GPG]G*fGtHwH6mI0LMUNO~O&P+P3QCRS-SQS!TT,THTyITwBUV=aV"uVSW,DWoxWFY^[%[V[\*\r?\ ]3]J]Y]k____ a=a?abSDdxkdaepefS g&ugQvg/hphzhl i-Vi`iii0jQ)j7l9lH$nJ=nCn8PnxbnoEIoEQooEp"$q,2qxq0r6rgvrWsWtmtaufw:4wa`xsx3yGy#zj|zP{|U@|.`|}8}{f/SH}/6S)Ax7 N%(7LTOx7q3C.DG|V13]^7BLVYNvw!O['d|jPy>qQwf A|ML6jaHTcz6`p0CVh}>*PU*CRRV(*W|@&6&*I34L!/r l.6' -'fm#E|Wpx)_~> ;e`}K_L[^p#+Hwb}X 4U}Df~~/}Nw_ayEM8J?z 4^3&1'6r6Q`*~ %\&8pav|X1?&F;a6~iw<Ge >;GG3f[D h/79="m(+u3 )KM|43d>^"^_-;$:HnN wME?BY(`72ob#pmrLUjz!VhU{1NNWEz }:HC75uZM qa$D""@ "$&:':):+\,\0\3\6\7\9\;\=\@ACDFGIJLNPSUX[^acfhinoprstwy|}"XXXXXXXXX X"X$X&X(X>XFXLXPX@XVXZX@X`XhXnXtXvXzX~XX@XXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXX XXXUnknown G*Ax Times New Roman5Symbol3. *Cx Arial;= |8ўSOSimHei;5 N[_GB2312;([SOSimSun7. [ @Verdana1. R<(_oŖў?= *Cx Courier NewWLOFJLC+TimesNewRoman[SO7.@CalibriA$BCambria Math 1 hJ&'=hGK