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| Ïîèñê ïî óêàçàòåëÿì |
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| Prigogine I., Rice S.A. — Advances in CHEMICAL PHYSICS. Volume XC |
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| Ïðåäìåòíûé óêàçàòåëü |
Semiclassical quantization, classical dynamics, Smale horseshoe and symbolic dynamics 164—170
Semiclassical quantization, classical dynamics, thermodynamic formalism 170—175
Semiclassical quantization, Coulomb Hamiltonian 267—268
Semiclassical quantization, Coulomb Hamiltonian, B-O Hamiltonian compared with 272—273
Semiclassical quantization, energy domain, equilibrium-point quantization 190—193
Semiclassical quantization, energy domain, periodic-orbit quantization 194—223
Semiclassical quantization, Feynman path integrals 132—145
Semiclassical quantization, Feynman path integrals, Green function as resolvent of Jacobi — Hill operator 139—140
Semiclassical quantization, Feynman path integrals, h-expansion of propagator 141—145
Semiclassical quantization, Feynman path integrals, propagators as 132—134
Semiclassical quantization, Feynman path integrals, stationary-phase integration 134—136
Semiclassical quantization, Feynman path integrals, variation and Jacobi — Hill equation 136—139
Semiclassical quantization, flowchart of Hamiltonian and classical orbits and 341—342
Semiclassical quantization, h-expansion and anharmonicities 347—349
Semiclassical quantization, historical background 111—114
Semiclassical quantization, hydrogen negative ion ( ) 333—337
Semiclassical quantization, limits of 349—351
Semiclassical quantization, matrix Hamiltonians 246—267
Semiclassical quantization, matrix Hamiltonians, conical intersection and geometric phase 259—267
Semiclassical quantization, matrix Hamiltonians, diagonalization 248—253
Semiclassical quantization, matrix Hamiltonians, two-surface 1F model and surface hopping 253—259
Semiclassical quantization, mesoscopic semiconducting devices 337—341
Semiclassical quantization, molecular systems 269—272
Semiclassical quantization, molecular systems, Born — Oppenheimer Hamiltonian 269—271
Semiclassical quantization, molecular systems, Coulomb — Born — Oppenheimer Hamiltonian comparisons 272—273
Semiclassical quantization, molecular systems, rotational-vibrational Hamiltonian 271—272
Semiclassical quantization, molecular transition states 292—324
Semiclassical quantization, molecular transition states,  system overview 293—294
Semiclassical quantization, molecular transition states, transition state dynamics 313—314
Semiclassical quantization, molecular transition states, ABA and ABC molecule repellers, comparison 314—316
Semiclassical quantization, molecular transition states, classical dynamics and Hamiltonian mapping 295—301
Semiclassical quantization, molecular transition states, equilibrium point quantization 301—303
Semiclassical quantization, molecular transition states, large molecule equilibrium point quantization 316—319
Semiclassical quantization, molecular transition states, nonseparable and statistical regime resonances 321—323
Semiclassical quantization, molecular transition states, periodic-orbit quantization 303—310
Semiclassical quantization, molecular transition states, rotational motion 320—321
Semiclassical quantization, molecular transition states, wavepacket propagation 310—313
Semiclassical quantization, molecular vibrograms 273—291
Semiclassical quantization, molecular vibrograms, bounded molecular systems 279—286
Semiclassical quantization, molecular vibrograms, principles 274—278
Semiclassical quantization, molecular vibrograms, unbounded molecular systems 286—291
Semiclassical quantization, observable quantities 119—123
Semiclassical quantization, observable quantities, atomic particle scattering 120—123
Semiclassical quantization, observable quantities, light interaction 119—120
Semiclassical quantization, overview 108—111
Semiclassical quantization, periodic-orbit vs. equilibrium-point techniques 345—346
Semiclassical quantization, propagator and Green operator 114—118
Semiclassical quantization, quantum billiards 227—246
Semiclassical quantization, quantum billiards, degenerate periodic orbits 234—236
Semiclassical quantization, quantum billiards, disk scattering applications 238—246
Semiclassical quantization, quantum billiards, multiple scattering expansion 228—230
Semiclassical quantization, quantum billiards, periodic orbit contribution 233—234
Semiclassical quantization, quantum billiards, stationary phase method and periodic orbits 230—232
Semiclassical quantization, quantum billiards, summation 237—238
Semiclassical quantization, quantum billiards, wave equation and generalities 227—228
Semiclassical quantization, quantum observable averages 223—227
Semiclassical quantization, quantum observable averages, diagonal matrix elements 223—226
Semiclassical quantization, quantum observable averages, photoabsorption cross section 226—227
Semiclassical quantization, quantum time evolution, path integrals and limits 114—146
Semiclassical quantization, scattering systems and chemical reaction dynamics 344—345
Semiclassical quantization, short-wavelength asymptotics, Schrodinger's equation 124—132
Semiclassical quantization, time domain, molecular vibrograms 273—291
Semiclassical quantization, time domain, propagator trace 175—190
Semiclassical quantization, time domain, propagator trace, equilibrium point continuum 179—183
Semiclassical quantization, time domain, propagator trace, harmonic oscillator examplle 187
Semiclassical quantization, time domain, propagator trace, Morse oscillator example 187—190
Semiclassical quantization, time domain, propagator trace, path integrals 178—179
Semiclassical quantization, time domain, propagator trace, periodic orbits 183—187
Semiclassical quantization, time domain, propagator trace, regularizations 175—178
Semiclassical quantization, time domain, propagator trace, short-time behavior 178
Semiclassical quantization, trace and level density 118—119
Semiclassical quantization, Weyl — Wigner representation and quasiclassical method 123—124
Semiconductor devices, historical background 113—114
Semiconductor devices, mesoscopic devices 337—341
Semisided Fourier transform, equilibrium point quantization 190—194
Semisided Fourier transform, periodic-orbit quantization 197—199
Sepulchre, J.-A. 320—321(249) 324(249) 346(249) 361
Shapere, A. 252(202) 261(202) 360
Sharfin, W. 112(32) 353
Shaw, J. 112(34) 219(34) 268—269(34) 324—325(34) 348(34) 354
Shimamura, I. 292(231) 360
Shirley, D.A. 10(72) 100
Short-time behavior, trace function of the propagator 178
Short-wavelength asymptotics, Jacobi — Hill equation and linear stability 129—131
Short-wavelength asymptotics, probability conservation and Van Vleck — Morette matrix 127—129
Short-wavelength asymptotics, semiclassical regimes 124—132
Shudo, A. 218(176) 228—229(192) 359
Sieber, M. 210(165) 344(284) 358 363
Siegbahn, K. 10(68—69) 100
Simo, C. 219(178) 359
Simon, B. 292(229) 360
Sinai billiard, trace of the propagator 186—187
Sinai billiard, wave equations 227—228
Sinai, Ya.G. 153(96) 161(96 109) 172(122) 356—357
Single-photon ionization, linear molecules 43—54
Single-photon ionization, linear molecules, carbon monoxide and nitrogen compounds 48—51
Single-photon ionization, linear molecules, HBr (2 + 1) REMPI analysis 51—53
Single-photon ionization, linear molecules, nitric oxide 43—45
Single-photon ionization, linear molecules, OH (2 + 1) REMPI analysis 53—54
Single-photon ionization, linear molecules, OH compounds 45—48
Single-photon ionization, nonlinear molecules 54—62
Single-photon ionization, nonlinear molecules,  molecules 60—62
Single-photon ionization, nonlinear molecules,  molecules 57—60
Single-photon ionization, nonlinear molecules, water molecules 54—57
Single-well potential, periodic-orbit quantization 215—216
Sitja, G. 280—284(216—217) 345(216—217) 347(216—217) 351(305) 360 364
Sjostrand, J. 206(156) 358
Skodje, R.T. 307(241) 309(243) 360
Smale horseshoe, chaotic systems 164—170
Smale horseshoe, chaotic systems, examples 168—169
Smale horseshoe, chaotic systems, generalization of 169—170
Smale horseshoe, chaotic systems, horseshoe map 165—166
Smale horseshoe, chaotic systems, symbolic dynamics 166—168
Smale horseshoe, class chaos, periodic orbits and quantum spectra 341—344
Smale horseshoe, molecular transition state, experiments 292
Smale horseshoe, molecular transition state, mercuric iodide () system 300—301
Smale horseshoe, periodic-orbit quantization, zeta function approximation 208—209
Smale horseshoe, semiclassical regimes 110
Smale, S. 164(116) 298(116) 357
Small, G.J. 87(164) 103
Smilansky, U. 109(17) 113(42) 114(48) 130(78) 136—137(78) 154(97) 161(42) 227(48) 337—338(42 48) 344(284) 349(42 290—291) 351(42) 353—354 356 363
Smith, F.T. 121—122(64) 178(64) 355
Smith, J.M. 3(6 22 35) 15(35) 63(35) 94—95(22) 98—99
Softley, T.P. 3(19 25 37) 6(19 25—26) 15—17(26) 63(9 25) 98—99
Sokolov, V.V. 323(253) 351(253) 362
Soldagi, D. 3(42) 26(42) 95(42) 99
Solgadi, D. 88(168) 103
Solid-state systems, semiclassical electronic regimes 324—341
Solid-state systems, semiclassical electronic regimes, highly excited electronic states 324—327
Solid-state systems, semiclassical electronic regimes, hydrogen negative ion 327—337
Solid-state systems, semiclassical electronic regimes, mesoscopic semiconducting devices 337—341
Solov'ev, E.A. 327(260) 362
Someda, K. 349(290) 363
Song, X. 10(76) 22(76) 87(165) 100 103
Sornette, D. 114(49) 354
Southworth, S. 10(72) 100
Spiers, M. 84(161) 103
Spin-orbit relaxation, ZEKE intensity deviations, HCl/DCl (2 + 1) threshold photoionization 64—70
Spin-orbit relaxation, ZEKE intensity deviations, OH compounds 46—48
Spirko, V. 9(65) 91—94(65) 100
Spohr, R. 11(79) 100
Springborg, M. 155(97) 187(98) 356
Srednicki, M. 351(307) 364
Stadium billiards, classical mechanics 162—163
Stadium billiards, trace of the propagator 186—187
Stadium billiards, wave equations 227—228
Staecker, J. 3(21 28) 17(21 28) 98—99
Staircase functions, periodic-orbit quantization, dynamical zeta functions 201—202
Staircase functions, periodic-orbit quantization, zero length paths 196—197
Standard mapping, phase-space structures 160
| Stark mixing, ZEKE intensity deviations 63
State-to-state threshold photoionization, nitrogen dioxide 72—80
State-to-state threshold photoionization, nitrogen dioxide, rotational intensitites 76—80
State-to-state threshold photoionization, nitrogen dioxide, rotational structure 75—76
Stationary-phase integration, Feynman path integrators 134—136
Stationary-phase integration, periodic-orbit quantization 194—223
Stationary-phase integration, periodic-orbit quantization, bifurcations 222—223
Stationary-phase integration, periodic-orbit quantization, complex orbits 212—220
Stationary-phase integration, periodic-orbit quantization, dynamical zeta functions 201—211
Stationary-phase integration, periodic-orbit quantization, nonisolated orbits 220—222
Stationary-phase integration, periodic-orbit quantization, unstable-isolated orbits 197—199
Stationary-phase integration, periodic-orbit quantization, zero-length paths 195—197
Stationary-phase integration, quantum billiards 230—232
Statistical dynamics, periodic-orbit quantization 219—220
Statistical dynamics, scattering resonances, chemical reaction dynamics 345
Steadman, J. 96(186) 104
Steiger, A. 311(246) 360
Steil, G. 344(282) 363
Steiner, F. 210(165) 344(282) 358 363
Stephens, J.A. 3(44) 30(112—113) 54(135) 55(44) 99 101—102
Stephenson, T.A. 247(200) 360
Stewart, I. 223(186) 359
Stick spectrum, molecular vibrograms 274—278
Stock, G. 267(209) 360
Stokes' theorem, matrix Hamiltonians, diagonal matrices 252—253
Stone, A.D. 113(43) 161(43) 338(43) 349(43) 354
Stovneng, J.A. 121—122(64) 178(64) 355
Streets, D.G. 21(94) 84(94) 101
Strobel, A. 3(21 23 28) 17(21 23 28) 98—99
Strunz, W.T. 212(172) 214(172) 359
Stueckelberg, E.G.C. 247(201) 251(201) 348(201) 360
Sturm — Liouville problem, Feynman path integrators, Jacobi — Hill equation and linear stability 130—131
Sturm — Liouville problem, Feynman path integrators, second variation and Jacobi — Hill equation 136—139
Sudden approximation, rotationally resolved ZEKE spectra 19
Superadiabatic levels, matrix Hamiltonians 247
Surface electron motion, semiclassical regimes 113—114
Surface hopping, h-expansion and anharmonicity 348—349
Surface hopping, matrix Hamiltonians 247
Surface hopping, matrix Hamiltonians, two-surface one-degree-of-freedom model 253—259
Suto, M. 290(225) 360
Swimm, R.T. 194(143) 358
Syage, J.A. 96(186) 104
Symbolic dynamics, Smale horseshoe 164—170
Symbolic dynamics, Smale horseshoe, examples 168—169
Symbolic dynamics, Smale horseshoe, generalization of 169—170
Symbolic dynamics, Smale horseshoe, horseshoe map 165—166
Symmetric tops, (n + 1') REMPI process 40—41
Symmetry selection rules, ZEKE analysis 5
Symmetry-forbidden transitions 7
Szebehely, V. 331(264) 362
Szepfalusy, P. 173—174(126) 357
Szeredi, T. 209(163) 358
Tabanov, M.B. 219(178) 359
Tabor, M. 159(104) 219(104) 220—221(180) 345(180) 356 359
Takahashi, M. 8(63) 47(131) 100 102
Tanner, G. 111(23) 156(99—100) 169(99—100) 206(159) 209(163) 210(167—168) 268(23 100) 325(23 99—100) 326(99—100) 327—328(23 99—100) 331(99) 353 356 358—359
Tapper, R.S. 71(151) 103
Taylor expansion, Feynman path integrators 141—145
Taylor expansion, molecular transition state 306—307
Taylor expansion, periodic-orbit quantization, quantum billiards 233—234
Taylor expansion, periodic-orbit quantization, stationary-phase integration 198—199
Taylor expansion, trace of the propagator, equilibrium points 181—183
Taylor expansion, trace of the propagator, periodic orbits 183—187
Taylor, H.S. 307(240) 360
Tel, T. 173—174(126) 357
Teller, E. 4(54) 21(54) 99
Terenin, A.N. 10—11(67) 100
Tersigni, S.H. 160(105) 356
Teukolsky, S.A. 304(245) 360
Thermal reaction rates, periodic-orbit quantization 219—220
Thermodynamic formalism, phase-space structures 170—175
Thirring, W. 118(58) 121(64) 122(58 64) 178(58 64) 355
Thomas — Fermi — Weyl — Wigner average level density, Feynman path integrators, Jacobi — Hill equation 138—139
Thomas — Fermi — Weyl — Wigner average level density, semiclassical regimes 123—142
Thomas — Fermi — Weyl — Wigner average level density, short-time behavior 178
Thomas, L.H. 112(30) 268(30) 353
Thomas, R.G. 241(194) 292(231) 322(194) 360
Three-branch horseshoe, scattering resonances 344—345
Three-color triple-resonant threshold photoionization 70—83
Three-color triple-resonant threshold photoionization, electronic structure and photoselection 71—72
Three-color triple-resonant threshold photoionization, vibrational relaxation, threshold intensities 80—83
Three-color triple-resonant threshold photoionization, vibrational structure and state-to-state photoionization 72—80
Three-disk scatterer, molecular transition state 321—324
Threshold photoelectron spectroscopy (TPES), origins of ZEKE and 11
Threshold photoelectron spectroscopy (TPES), ZEKE intensity deviations and 62—63
Threshold photoionization see also "Delayed pulsed-field threshold photoionization" "State-to-state
Thurwachter, R. 327(260) 362
Tiller, A.R. 247(200) 360
Time domain, h-expansion, equilibrium points 179—183
Time domain, h-expansion, harmonic oscillator 187
Time domain, h-expansion, Morse oscillator 187—190
Time domain, h-expansion, path integral 178—179
Time domain, h-expansion, periodic orbits 183—187
Time domain, h-expansion, propagator trace formula 175—190
Time domain, h-expansion, regularization 175—178
Time domain, h-expansion, short-time behavior 178
Time domain, molecular vibrograms 274—278
Time domain, molecular vibrograms, basic principles 274—278
Time domain, molecular vibrograms, bounded systems 279—286
Time domain, molecular vibrograms, unbounded systems 286—291
Time domain, periodic-orbit vs. equilibrium point quantization 346
Time domain, semiclassical regimes 114—146
Time domain, semiclassical regimes, atomic particle scattering 121—122
Time domain, semiclassical regimes, Feynman path integrators 133—145
Time domain, semiclassical regimes, Feynman path integrators, stationary-phase integration 134—136
Time domain, semiclassical regimes, overview 110
Time domain, semiclassical regimes, propagator and Green operator 114—118
Time-of-flight (TOF) measurements, field ionization of Rydberg states 18—19
Time-of-flight (TOF) measurements, rotationally resolved ZEKE spectra 21—22
Time-of-flight (TOF) measurements, vs. photoionization efficienty (PIE) measurements 6—7
Time-of-flight (TOF) measurements, Zeke Rydberg states 15—16
Tomoda, S. 89(170) 103
Tomsovic, S. 120(61) 162(61) 290(61) 312(61) 351(308) 355 364
Tonkyn, R.G. 3(13 30—32) 17(13) 30(13 114 140) 45(130) 47(30 130 140) 48—49(140) 54(31) 55—57(32) 62(140) 63(30 140) 80(30 140) 98—99 101—102
Topological pressures, periodic-orbit quantization, Ruelle zeta function 205—206
Topological pressures, phase-space structures, thermodynamic formalism 172—175
Toriyama, K. 5(57) 21(57) 99
Trace formula, propagators, path integral 178—179
Trace formula, propagators, regularizations 175—178
Trace formula, propagators, short-time behavior 178
Trace formula, semiclassical regimes 109—111
Trajectory conditions, molecular transition state 295—296
Tramer, A. 88(168) 103
Transfer operator, periodic-orbit quantization, 1F system tunneling 212—218
Transfer operator, periodic-orbit quantization, zeta function approximation 206—209
Transition state see "Molecular transition state"
Transmission matrix, mesoscopic semiconducting devices 337—341
Trapped trajectories, phase-space structures 154
Tromp, J.W. 219—220(179) 359
Truesdale, C.M. 10(72) 100
Truhlar, D.G. 252—253(203) 309(243) 351(300) 360 363
Turchetti, G. 173—174(126) 357
Turner, D.W. 3(52) 10—11(52 66) 84(52) 99—100
Turner, J.-W. 245(196) 360
Two-channel scattering map, phase-space structures 161
Two-color photoionization efficiency (REMPI-PIE), phenol-water cations 89—91
Two-color photoionization efficiency (REMPI-PIE), zero-kinetic-energy (ZEKE) photoelectron techniques 16—17
Two-degree-of-freedom systems, bounded molecular models 283—284
Two-degree-of-freedom systems, molecular transition state 303—307
Two-degree-of-freedom systems, periodic-orbit quantization 218—219
Two-electron atomic systems, phase-space structure 156—157
Two-electron atomic systems, symbolic dynamics 169
Tworkowski, A.S. 326(256) 362
Ullmo, D. 340(278) 362
Ultraviolet absorption spectra, carbon dioxide molecules 286—290
Ultraviolet absorption spectra, unbounded molecular systems 286—291
Ultraviolet photoelectron spectroscopy 89
Unbounded molecular systems, vibrograms 286—291
Unbounded molecular systems, vibrograms, carbon dioxide molecules 286—290
Unbounded molecular systems, vibrograms, hydrogen sulfide and deuterium sulfide molecules 290—291
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