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Prigogine I., Rice S.A. — Advances in CHEMICAL PHYSICS. Volume XC
Prigogine I., Rice S.A. — Advances in CHEMICAL PHYSICS. Volume XC



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Íàçâàíèå: Advances in CHEMICAL PHYSICS. Volume XC

Àâòîðû: Prigogine I., Rice S.A.

Àííîòàöèÿ:

This series is devoted to a wide variety of developments in the field of chemical physics. It features comprehensive analyses of subjects of interest, in the hopes of both educating the novice and stimulating further research.


ßçûê: en

Ðóáðèêà: Ôèçèêà/

Ñòàòóñ ïðåäìåòíîãî óêàçàòåëÿ: Ãîòîâ óêàçàòåëü ñ íîìåðàìè ñòðàíèö

ed2k: ed2k stats

Ãîä èçäàíèÿ: 1995

Êîëè÷åñòâî ñòðàíèö: 404

Äîáàâëåíà â êàòàëîã: 05.12.2013

Îïåðàöèè: Ïîëîæèòü íà ïîëêó | Ñêîïèðîâàòü ññûëêó äëÿ ôîðóìà | Ñêîïèðîâàòü ID
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Ïðåäìåòíûé óêàçàòåëü
Direct ionization, ZEKE intensity deviations, spin-orbit relaxation and rotational coupling      64—70
Direct ionization, ZEKE intensity deviations, transition intensities to $ÍCl^{+}$ spin-orbit substrates      69—70
Dirichlet boundary conditions, Feynman path integrators      139—140
Dirichlet boundary conditions, hydrogen negative ion ($H^{-}$)      334
Dirichlet boundary conditions, periodic-orbit quantization, zero length paths      196—197
Dirichlet boundary conditions, quantum billiards      227—228
Dirichlet boundary conditions, quantum billiards, multiple scattering expansion      228—230
Discrete-continuum interactions, ZEKE intensity deviations      62
Discrete-discrete coupling, HCl/DCl compounds      66—67
Discrete-discrete coupling, nitrogen dioxide      79—80
Discrete-discrete coupling, ZEKE intensity deviations      62—63
Disk scatterers      343—344 see periodic
Disk scatterers, classical mechanics      163—164
Disk scatterers, hydrogen negative ion ($H^{-}$)      337
Disk scatterers, mesoscopic semiconducting devices      338—341
Disk scatterers, quantum billiards      238—246
Disk scatterers, quantum billiards, three-disk scatterers      238—245
Disk scatterers, quantum billiards, two-disk scatterers      245—246
Disk scatterers, symbolic dynamics, Smale horseshoe      168—170
Dittes, F.-M.      344(284) 363
Dittrich, W.      130(78) 136—137(78) 356
Dixit, S.N.      3(12 51) 18(12 88) 22(12) 30(114—115) 36—37(115) 40(115) 49(115) 51(115) 98—99 101
Domcke, W.      26(101) 28(101) 29(102) 101 267(209) 360
Domenech, J.L.      24(97) 101
Dopfer, O.      3(18) 8(18) 9(64—65) 89(18 172) 90(64—65) 91(64—65 177—181) 92—94(64—65) 98 100 103—104
Doron, E.      114(48) 227(48) 337(48) 344(284) 354 363
Dorsey, A.T.      114(50) 354
Double-well potential, periodic-orbit quantization      214—217
Doubly excited electronic states, atomic and solid-state systems      325—327
Doubly excited electronic states, semiclassical regimes, historical background      112—113
Drexler, K.E.      114(47) 354
Du, M.L.      225(188) 359
Dubs, M.      32(119) 102
Ducas, T.W.      112(33) 269(33) 324(33) 354
Dunham expansion, equilibrium-point quantization      193—194
Dunham expansion, molecular transition state, high-energy regime      309—310
Dunham expansion, molecular transition state, low-energy regimes      306—307
Dunham expansion, molecular transition state, mercuric iodide ($HgI_{2}$) system      301—303
Dunham, j.l.      193(139) 358
Dunn, T.M.      20(90) 101
Dupont-Roc, J.      115(53) 355
Duren, R.      290(227) 360
Duschinsky, F.      87(164) 103
Dyke, J.M.      8(63) 100
Ebata, T.      30(107) 101
EBK quantization condition, nonisolated orbits      220—222
Eckhardt, B.      113(42) 149(92) 161(42) 163(113 115) 164(115) 168(115) 200(92) 206(155 158) 210(168) 226(189) 238(115 193) 337—338(42) 340(274) 349(42) 351(42) 354 356—359 362
Eckmann, J.-P.      108—109(4) 173(4) 352
Edmonds, A.B.      33(121) 102
Effective uncoupled potentials, matrix Hamiltonians      254—256
Ehrenfest, P.      111(26) 353
Eichmann, U.      112(36) 269(36) 325(36) 354
Eiden, G.C.      88(167) 103
Eiding, J.      26(101) 28(101) 29(102) 101
Eigenvalues, Feynman path integrators, Jacobi — Hill equation      136—139
Eigenvalues, molecular transition state, large molecule bending and extension      318—319
Eigenvalues, phase-space structures, linear stability      151—153
Eigenvalues, semiclassical limits and      349—351
Eigenvectors, isotropic conical intersections      259—265
Eigler, D.M.      114(46) 340(46) 354
Einstein, A.      111(25) 353
Eisenbud, L.      292(231) 360
Electronic states, atomic and solid-state systems, highly excited states      324—327
Electronic states, benzene cations, rotationally resolved ZEKE spectra      20—25
Elementary catastrophes, bifurcations      223
Energy domain, equilibrium point quantization      190—194
Energy domain, periodic orbit quantization      194—223
Energy domain, periodic orbit quantization, bifurcations      222—223
Energy domain, periodic orbit quantization, complex orbits      212—220
Energy domain, periodic orbit quantization, dynamical zeta functions      201—211
Energy domain, periodic orbit quantization, nonisolated orbits      220—222
Energy domain, periodic orbit quantization, unstable and isolated orbits      197—201
Energy domain, periodic orbit quantization, zero length paths      195—197
Energy domain, phase-space structures, linear stability      152—153
Engel, V.      288—289(223) 300(223) 313(223) 360
Environmental fluctuation, semiclassical regimes      114
Equilibrium point quantization, integral evaluation      190—193
Equilibrium point quantization, linear/nonlinear stabilities      179—183
Equilibrium point quantization, molecular transition state, dynamics of      314
Equilibrium point quantization, molecular transition state, large molecule bending and extension      316—319
Equilibrium point quantization, molecular transition state, mercuric iodide ($HgI_{2}$) system      301—303
Equilibrium point quantization, molecular transition state, nonseparable regimes      321—322
Equilibrium point quantization, molecular transition state, overview      292
Equilibrium point quantization, molecular transition state, rotational motion      320—321
Equilibrium point quantization, molecular transition state, statistical regimes      321—322
Equilibrium point quantization, phase-space structures, linear stability      150—151
Equilibrium point quantization, theory      190—194
Equilibrium point quantization, trace of the propagator, Feynman path integral      179
Equilibrium point quantization, vs. periodic-orbit quantization      345—346
Ergodic systems, linear stability      147—148
Even, U.      3(38) 15(38) 99
Ewing, G.E.      112(32) 353
Eyring, H.      292(228) 360
eZe configuration, hydrogen negative ion ($H^{-}$), classical dynamics      328—333
eZe configuration, hydrogen negative ion ($H^{-}$), semiclassical quantization      333—337
Ezra, G.S.      156(99) 169(99) 194(144) 325—327(99) 331(99) 356 358
Fano, U.      120(63) 325(255) 336(270) 337(63) 355 362
Farrelly, D.      113(38) 354
Fedoriuk, M.V.      110(22) 126(22) 131(22) 353
Feigenbaum, M.J.      152(94) 356
Feit, M.D.      311(246) 360
Femtosecond laser techniques, molecular transition state, mercuric iodide experiments      292
Femtosecond laser techniques, semiclassical regimes, historical background      113
Femtosecond laser techniques, semiclassical regimes, light interactions      120
Fermi resonance, bounded molecular vibrogram, carbon disulfide      280—286
Fermi resonance, equilibrium-point quantization      193—194
Fermi resonance, mesoscopic semiconducting devices      340—341
Fermi — Thomas — Weyl — Wigner average level density      195—197
Fermi, E.      112(30) 268(30) 353
Ferrante, G.      327(261) 362
Feynman diagrams, quantum billiards, degenerate periodic orbits      235—236
Feynman path integrals, quantum billiards      228
Feynman path integrals, semiclassical regimes, classical Green function as Jacoi — Hill resolvent      139—140
Feynman path integrals, semiclassical regimes, h-expansion of propagator      141—145
Feynman path integrals, semiclassical regimes, overview      114
Feynman path integrals, semiclassical regimes, propagator as      132—134
Feynman path integrals, semiclassical regimes, quantum time evolution and      114—146
Feynman path integrals, semiclassical regimes, second variation and Hacobi — Hill equation      136—139
Feynman path integrals, semiclassical regimes, stationary-phase integration      134—136
Feynman path integrals, trace of the propagator      178—179
Feynman path integrals, trace of the propagator, equilibrium points      179—183
Feynman, R.P.      132(79) 179(79) 356
Field, R.W.      112(31) 353
Fielding, H.H.      3(37) 99
Fischer, I.      3(21 23 28) 16(87) 17(21 28) 98—99 101
Fischer, T.      89(175) 93—94(175) 103
Fisher, M.P.A.      114(50) 354
Fishman, S.      210(164) 226(189) 358—359
Flannery, B.P.      304(245) 360
Fleck, J.A.      311(246) 360
Fleischmann, R.      340(280) 363
Flores, J.      241(194) 322(194) 360
Ford, J.      108(5) 352
Forst, W.      122(65) 323(65) 355
Fortrat parabola, nitrogen dioxide rotational structure      75—77
Fourier transforms, atomic and solid-state systems      325—327
Fourier transforms, equilibrium-point quantization      190—194
Fourier transforms, hydrogen and deuterium sulfide molecules      290—291
Fourier transforms, molecular transition state, wavepacket propagation      311—313
Fourier transforms, molecular vibrograms      276—278
Fourier transforms, periodic-orbit quantization      197—199
Fourier transforms, semiclassical regimes, absorption spectrum      120
Fourier transforms, semiclassical regimes, propagator and Green operator      115—118
Fourier transforms, semiclassical regimes, propagators      131—132
Fourier transforms, unbounded molecular systems, carbon dioxide molecules      286—290
Franck — Condon factor, nitrogen dioxide      71-72
Franck — Condon factor, para-difluorobenzene cation (p-DFB)      84—87
Franck — Condon factor, phenol-water cation ZEKE spectra      92
Franck — Condon factor, vibrational symmetry selection rules      7—9
Fraser, G.T.      24(97) 101
Fredholm determinant, quantum billiards, multiple scattering expansion      229—230
Fredholm determinant, quantum billiards, periodic orbits      237—238
Fredin, S.      3(10) 18(10) 63(10) 98
Freeman, R.R.      112(33) 269(33) 324(33) 354
French, J.B.      241(194) 322(194) 360
Frenkel, A.      114(48) 227(48) 337(48) 354
Fried, L.E.      194(145) 358
Friedman, R.S.      309(243) 351(300) 360 363
Fujii, A.      30(107) 101
Fuke, K.      89(171) 90(171) 103
Fukuda, H.      334(265—266) 336(265—266) 362
Full-width at half-maximum (fwhm) parameters, nitric oxide analysis      43—45
Gadella, M.      119(57) 355
Gallagher, T.F.      63(143) 102
Gamow vectors, propagator and Green operator      118
Gantefor, G.      3(17 33) 98—99
Garg, A.      114(50) 354
Gaspard — Rice lengthening, molecular transition state      314
Gaspard, P.      109(19—20) 151(93) 154(97) 156(101) 160(105 108) 161(21 93 97) 162(111) 163(114) 169(21 121) 175(114) 179(19) 183(19 111) 185(19) 186(19 133) 198(19) 204(114) 206—207(114) 211(19—20 169) 222(133 182) 224(101) 227(182) 228(97) 230—231(20) 232(133) 234(20) 238(20 114) 239(93 97 114) 240(114) 241(20 114) 243(19 114) 245—246(19) 269(182) 276(214) 278(214) 292(21) 295(21) 303—304(21) 307(21) 311(21) 314(21 114) 319(101) 320—321(249) 322(108) 324(21 249) 325—328(101) 331(101) 334(101) 338—339(273) 340(21 97) 344(283) 346(249) 347(20—21) 348(21) 350(121 293—294 296—297 304—306) 351(114 121 293—294 296—297 304—306) 353 356—357 359—360 362—364
Gaussian detection function, periodic-orbit quantization, bounded systems      210
Gaussian detection function, single-photon ionization, $H_{2}CO$ molecules      57—60
Gaussian detection function, single-photon ionization, carbon monoxide and nitrogen compounds      48—51
Gaussian detection function, single-photon ionization, nitric oxide analysis      43—45
Gaussian detection function, single-photon ionization, OH compounds      45—48
Gaussian detection function, single-photon ionization, water molecules      56-57
Gaussian integral, Feynman path integrators, h-expansion of propagator      143—145
Gaussian integral, Feynman path integrators, semiclassical regimes      134—136
Gaussian integral, periodic-orbit quantization, Maslov index      199—201
Gaussian integral, periodic-orbit quantization, stationary-phase integration      198—199
Gaussian integral, trace of the propagator, equilibrium points      179—183
Gaussian integral, trace of the propagator, periodic orbits      183—187
Gaussian window, bounded molecular systems      279—286
Gaussian window, carbon disulfide molecules      281—282
Gauyacq, D.      3(10) 18(10) 63(10) 98
Gay, J.C.      112(33) 269(33 210) 324(33 210) 325(210) 354
Geisel, T.      340(280) 363
Gelfreich, V.G.      219(178) 359
Gelius, K.      10(69) 100
Generating partition, Smale horseshoe      166—168
Geometric phase, matrix Hamiltonians      259—267
Geometric phase, matrix Hamiltonians, anisotropic conical intersection      265—267
Geometric phase, matrix Hamiltonians, isotropic conical intersection      259—265
Geracitano, R.      327(261) 362
Gerard, C.      206(156) 358
Giannoni, M.-J.      108(6) 343(281) 352 363
Gianturco, F.A.      38(127) 39(127) 102
Gilbert, R.D.      57(138) 102
Giusti-Suzor, A.      3(50) 69(147) 99 102
Goddard, W.A.      42(128) 102
Goldstein, H.      125(70) 272(70) 355
Gomez-Llorente, J.M.      307(240) 360
Goodings, D.A.      209(163) 358
Gordon, R.J.      69(149) 103
Gossard, A.C.      113(41) 161(41) 227(41) 337—338(41) 349(41) 354
Graf, H.D.      114(48) 227(48) 337(48) 354
Grammaticos, B.      178(130) 195(130) 357
Grant, E.R.      3(20 29 31—32) 16(20) 25(100) 30(20 140) 47—49(140 145) 54(31) 55—57(32) 62(140—141a) 63(29 140—141a) 64(144) 65—68(141b) 69(141a) 71(151—156) 74(158a) 76(158b) 79(158b) 80(140) 81—83(158b) 98—99 101—103 259(208) 262(208) 360
Grassberger, P.      173—174(125) 357
Grassi, , G.      20(91) 101
Gray, S.K.      345(285) 349(290) 363
Grebogi, C.      168(120) 357
Green function, atomic particle scattering, reaction rates      122—123
Green function, atomic particle scattering, scattering resonances      121
Green function, atomic particle scattering, time delay      121—122
Green function, equilibrium-point quantization      191—193
Green function, Feynman path integrators, h-expansion of propagator      144—145
Green function, Feynman path integrators, Jacobi — Hill operator resolvent      139—140
Green function, molecular transition state, rotational motion      320—321
Green function, molecular transition state, wavepacket propagation      311—313
Green function, periodic-orbit quantization, Maslov index      199—201
Green function, periodic-orbit quantization, unstable and isolated orbits      197—201
Green function, quantum billiards, multiple scattering expansion      228—230
Green function, quantum billiards, periodic orbit contributions      233—234
Green function, quantum billiards, wave equations      228
Green function, quantum observables, photoabsorption cross section      226—227
Green function, semiclassical quantization, propagator and      114—118
Green function, semiclassical quantization, trace and level density      118—119
Green function, time domain      175
Green function, trace of the propagator, equilibrium points      180—181
Green function, trace of the propagator, periodic orbits      185—187
Greene, C.H.      325(255) 362
Greene, J.M.      152(94) 219(177) 356 359
Gremaud, B.      112(33) 269(33) 324(33) 354
Gruebele, M.      113(39) 268(215) 292—294(233—234) 311(233—234) 313(233—234) 344(39) 354 360
Grynberg, G.      115(53) 355
Guarneri, I.      109(16—17) 154(97) 353 356
Guckenheimer, J.      296(238) 360
Gustavson, F.G.      193(140) 358
Gutzwiller density formula, zeta functions      201—202
Gutzwiller trace formula, h-expansion and anharmonicity      347—349
Gutzwiller trace formula, molecular transition state, intermediate regime      307—309
Gutzwiller trace formula, molecular vibrograms      274—278
Gutzwiller trace formula, periodic-orbit quantization, nonisolated orbits      221—222
Gutzwiller trace formula, scattering resonances, chemical reaction dynamics      345
Gutzwiller trace formula, zeta functions and      341—344
Gutzwiller, M.C.      109(11 14—15) 199(11 149) 201(11) 353 358
Guyer, D.R.      323(252) 362
Guyon, P.M.      11(79 82) 100
h-Expansion, anharmonicities and      347—349
h-Expansion, Feynman path integrators, expansion of propagator      141—145
h-Expansion, matrix Hamiltonians      247
h-Expansion, matrix Hamiltonians, diagonal matrices      252—253
h-Expansion, matrix Hamiltonians, overview      110
h-Expansion, matrix Hamiltonians, two-surface one-degree-of-freedom model      254—255
h-Expansion, periodic-orbit quantization vs. equilibrium point quantization      345—346
h-Expansion, periodic-orbit quantization, zeta functions      211
h-Expansion, semiclassical quantization, overview      109—111
h-Expansion, time domain      175—190
h-Expansion, time domain, equilibrium points      179—183
h-Expansion, time domain, harmonic oscillator      187
h-Expansion, time domain, Morse oscillator      187—190
h-Expansion, time domain, overview      110
h-Expansion, time domain, path integral      178—179
h-Expansion, time domain, periodic orbits      183—187
h-Expansion, time domain, regularization      175—178
h-Expansion, time domain, short-time behavior      178
Haake, F.      222—223(183) 359
Habenicht, W.      3(3 5) 10(3) 12(5) 13(3) 16(3 5) 19(5) 25—26(5) 30(3) 95(182) 96(182) 98 104
Haber, K.S.      25(100) 47(145) 64(145) 70(145) 71(152) 101—103
Haddon, R.C.      4(56) 21(56) 24—26(56) 99
Hahn, O.      307(240) 360
Halpern, J.B.      32(120) 102
Hamilton — Jacobi equation, probability conservation and Van Vleck — Morette matrix      127—129
Hamilton — Jacobi equation, short-wavelength asymptotics      125—127
Hamilton, C.D.      112(31) 353
Hamiltonian equations, atomic systems      268—269
Hamiltonian equations, Coulomb Hamiltonian      267—268 272—273
Hamiltonian equations, Coulomb/BO potential comparisons      272—273
Hamiltonian equations, equilibrium-point quantization      193—194
Hamiltonian equations, flowchart of classical-semiclassical regimes and      341—342
Hamiltonian equations, matrix Hamiltonians      246—267
Hamiltonian equations, matrix Hamiltonians, conical intersection and geometric phase      259—267
Hamiltonian equations, matrix Hamiltonians, diagonalization      248—253
Hamiltonian equations, matrix Hamiltonians, two-surface 1F model and surface hopping      253—259
Hamiltonian equations, molecular systems      269—272
Hamiltonian equations, molecular systems, Born — Oppenheimer Hamiltonian      269—273
Hamiltonian equations, molecular systems, rotational-vibrational Hamiltonian      271—272
Hamiltonian equations, phase-space structures, harmonic oscillator      154—159
Hamiltonian equations, phase-space structures, Henon — Heiles Hamiltonian      157—159
Hamiltonian equations, phase-space structures, linear stability      148—153
Hamiltonian equations, phase-space structures, Morse oscillator      155—156
Hamiltonian equations, phase-space structures, quartic oscillator      154—155
Hamiltonian equations, phase-space structures, two-electron atomic system      156—157
Hamiltonian equations, quantum observables, diagonal matrix elements      223—226
Hamiltonian equations, quantum observables, photoabsorption cross section      226—227
Hamiltonian equations, semiclassical regimes, atomic particle scattering      120—123
Hamiltonian equations, semiclassical regimes, Feynman path integrators      133—134
Hamiltonian equations, semiclassical regimes, light interactions      119—120
Hamiltonian equations, semiclassical regimes, overview      109—111
Hamiltonian equations, semiclassical regimes, propagator and Green operator      115—118
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