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| Wagner M. — Unitery Transformations in Solid State Physics |
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| Предметный указатель |
Accepting mode 203 204
Adiabatic, approach 202
Adiabatic, approximation 177ff 210
Adiabatic, base 170 177 181 182 184 185 191 208 336(t)
Adiabatic, conductivity 184ff
Adiabatic, diagonalization 208 302(t) 312f(t)
Adiabatic, evolution 12 92ff
Adiabatic, Hamiltonian 193
Adiabatic, superconductivity 196
Admittance function 133 136 142
Alper, J.S. 121
Anderson, P.W. 59
Anharmonic oscillator systems 56ff
Anisotropic Heisenberg Hamiltonian 298(t)
Baker, H.F. 95
Bardeen, J. 162 189
Barentzen, H. 124 158
BCS-superconductivity 196
Berne, B.J. 131
Bersuker, G.I. 228 (see also “Polinger V.Z.”)
Bethe, H. 197 (see also “Sommerfeld A.”)
Bilinear forms 18ff 21
Blinc, R. 142
Bloch base 179 184
Bloch base, displaced 196ff
Bloch formula 81
Bloch functions 2 181 200 201
Bloch, F. 197
Bogoliubov inequality 2 79ff 212 221
Bogoliubov transformation, Bose version 43 289—290(t)
Bogoliubov transformation, Fermi version 43 268(t) 327(t)
Bogoliubov transformation, general 2 22ff 39 47 162 164 214 324(t)
Bogoliubov trial free energy expression 144
Bogoliubov, N.N. 43 44 162
Born — Oppenheimer approximation 170 176ff 206
Born, M. 170 176
Bound meson problem 315(t)
Briihl, S. 149 150 152 153 156
Bron, W.E. 133 (see also “Wagner M.”)
Buttner, H. 160 (see also “Pollmann J.”)
Campagno, G. 114 317 P.”)
Campbell — Baker — Hausdorff (CBH) problem 95 135
Campbell, J.E. 95
Carbonaro, P. 114 317
Carruthers, P. 112
Castner, T.G. 125
Cayley transformation 238(t)
Center of mass coordinates 273(t)
Change of length unit 247(t) 279(t)
Change of phase 279(t)
Change of phase and length unit 278(t)
Commutator expansion 10ff
Condon approximation 209
Cooper pairing 327(t)
Cooper pairs 5ff
Cooper, L.N. 162 189 J.”)
Cooperative spin-phonon system 326(t)
Cooperative system 146
Cooperativity, in vibronic systems 147ff
Coordinate displacement transformation 241(t)
Correlation functions 131ff 186 187
Coupled oscillators 44ff
Coupled oscillators, b-b+ representation 284—293(t)
Coupled oscillators, P-Q representation 270—283(t)
Coupled spins 52ff 294—299(t)
Coupled two-level systems 294—299(t)
Critical temperature 146
Cubic anharmonicity 56 71 249(t) 255(t)
Current-current correlation function 165
Davydov, A.S. 3 125
Debye — Waller, dressing 300(t) 301(t)
Debye — Waller, operators 205
Debye — Waller, reduction 206 208
Denner, V. 114 212 318
Diagonalization to second order 232(t)
Dick, B.G. 108 206
Displaced coordinate 241(t)
Displaced momentum 243(t)
Displacement transformation 27ff 143
Dixon, J. 120
Doniach, S. 166 167
Double-well oscillator 83
Dressed phonons 5
Dynamical matrix 150
Electrical conductivity 165ff
Electrical conductivity, Kubo expression 185
Electron-electron coupling, phonon mediated 162 163
Electron-phonon interaction 1 147ff 161 163 170 178
Elliott, R.J. 114 149
Englman, R. 115 228 229 B.”)
Equation of motion, method of 21ff
Exchange 264(t)
Exchange of P and Q 245(t)
Exchange of variables 286(t)
Exchange, transformations 39
Exciton localization 124 125
Exciton, two-polaron model 160
Exciton-phonon system 129 326(t)
excitons 156
Expansion of Fer — Wilcox 240(t)
Expansion of Hausdorff — Tani 240(t)
Extended Bogoliubov inequality 80 84
Fano effect 2
Fano problem 65f 85ff 137ff
Fano, U. 65
Fer, F. 100
Feranchuk, I.D. 79
Ferroelectricity, hydrogen bonded 142ff 149
Firsov, Yu.A. 161 (see also “Lang I.G.”)
Fletcher, J.R. 228 229
Froehlich, base 180ff 184
Froehlich, current 195
Froehlich, diagonalization 303f(t)
Froehlich, Hamiltonian 156ff 162 179 182 327(t)
Froehlich, superconductivity 188ff 196
Froehlich, transformation 2 183 184
Frohlich, H. 1 156 161 163 179 180 188 190 195 246
Fulton — Gouterman transformation 2 34 121ff 308(t)
Fulton — Gouterman transformation, general 307(t)
Fulton, R.L. 34 121
Fundamental commutator expansion 231 (t)
gap equation 165
Girardeau — Huber equations 214 215 216
Girardeau, M.D. 212
Gouterman, M. 34 121 R.L.”)
Green function 131ff 139 141 142
Gross, E.P. 94 96
Haken, H. 160
Halperin, B. 228 229
Harp, G.D. 131 (see also “Berne B.J.”)
Hartree — Fock equations 212ff
Haug, A. 202 205
Hausdorff formula 135
Hausdorff — Tani equation 100 105
Hausdorff, A. 95 102 135
Heise — Jelitto transformation 221ff 328(t)
Heise, M. 81 221 222 328
Heisenberg cluster 53
Heisenberg model 52
Helmis, G. 202 205
Holstein — Primakoff transformation 114
Holstein, T. 113
Huang — Rhys factor 137
Huang, K. 137 209
Hubbard Hamiltonian 2 81 221ff
Hubbard model 328(t)
Hubbard, J. 221
Huber, A. 79 212
Huybrechts, W. 158 159
Identical particles 212ff
| Induced transitions 130ff
Infrared absorption 140ff
Intrinsic transitions 178 202ff
Ipatova, L.P. 68 150 152 153 A.A.”)
Ising cluster 53
Ising model 52 143 148 149
Isotope effect 161
Jahn — Teller problem (E-e) 11 115ff 310f(t) 314(t)
Jahn — Teller systems 2 147 148 170
Jahn, H. 115
Jelitto, R.J. 81 221 222 328 M.”)
Jones, W. 165
Junker, W. 39 149 228 230
Kadanoff, L.P. 170 187
Kanzig, W. 125 (see also “Castner T.G.”)
Kaputsin, V.A. 221
Kohn anomaly 188ff
Kohn, W. 189
Komarov, L.I. 79 (see also “Feranchuk I.D.”)
Koppe, H. 79
Kubo formalism 165
Kubo, R. 130 165 185
Kuhn, W. 206
Kuper, C.G. 125 156
Kvasnikov, L.A. 79
Landau, L.D. 125
Lang, L.G. 161
Lattice dynamics 2 140 150ff
Lattice dynamics, perturbed 153ff
Lax, M. 136
Lee — Low — Pines transformation 157 159 160
Lee, T.D. 156
Lifshitz coupling 322(t)
Lifshitz equation 322(t)
Lifshitz formalism 150 153
Lifshitz formalism, modified 156
Lifshitz, L.M. 68 150 153
Light, J.C. 104 (see also “Pechukas Ph.”)
Linear transformations 18ff 236—238(t)
Localization of excitons 125ff
Localized mode 153
Longuet-Higgins, H.C. 115
Low, F.E. 156 (see also “Lee T.D.”)
Magnus, W. 94 96 99 104
Maradudin, A.A. 68 96 152 153 G.H.”)
March, N.H. 165 (see also “Jones W.”)
Martin, P.C. 170 187 L.P.”)
Mass increase transformation 242(t)
Mass-reduced coordinates 247(t)
Mean field (MF) theory 143
Measure of nondiagonality 2 75 76 77 320(t)
Merzbacher, E. 3
Messiah, A. 3 81 215
Mexican-hat-type potential 194
Miner, H. 31 79
Miscellaneous transformations 319—336(t)
Montroll, E.W. 68 150 152 153 A.A.”)
Moore, M.A. 149
Mori formalism 131
Mori, H. 131
Moving base functions 196
Moving bases 2 180
Moving electronic base 170ff
Multimode problem 334(t)
Multimode problem, in vibronic systems 224ff
Multiparticle transformations 216ff 221
Multiplicative coupling 322(t)
Multiplicative coupling, Lifshitz 68ff
Nieto, M.M. 112 (see also “Carruthers P.”)
Non-unitary transformations 246—247(t) 275(t) 276(t) 329(t)
Nonadiabatic, Hamiltonian 177ff 193 208
Nonadiabatic, phenomena 170 183
Nonadiabatic, superconductivity 169
Nonadiabaticity 301f(t)
Nonradiative transitions 123 130 202ff
Norman, E. 105 (see also “Wei J.”)
Nusser, H. 149
One-dimensional conduction 177 188ff
Oppenheimer, R. 170 176 M.”)
Optical absorption 130
Optimal excited state 73ff
Optimal ground state 70ff
Optimization of expectation values 293(t)
Order parameter 143 145 146
Orthogonal transformations 19ff
Orthogonality exploitation 84ff
Oscillator transformations 26ff
Oscillator-spin transformations 300—318(t)
O’Brien, M.C. 120 228 229
Para — Bose oscillator 124
Pechukas, Ph. 104
Peierls transition 188ff
Peierls, R.F. 189
Pekar, S.I. 137
Pelzer, H. 156 (see also “Frohlich H.”)
Perlin, Yu.E. 115 147 230
Persico, F. 114 317 P.”)
Perturbation theory 88
Perturbation theory in two steps to seventh order 88ff
Perturbation theory, alla Brillouin — Wigner 13 88
Perturbation theory, alla Schrodinger 1 13ff 88
Phase transition 84
Phonon assistance, of the transitions 206
Pines, D. 43 158 156 T.D.”)
Plemelj formula 139
Polansky, O.E. 124 (see also “Barentzen H.”)
Polarizability function 136 142
Polaron 156 158 160
Polinger, V.Z. 228
Pollmann, J. 160
Potts model 148 149
Potts, R.B. 149
Primakoff, H. 113 (see also “Holstein T.”)
Privileged mode method 229
Projective description 7ff
Promoting mode 203 204
Quartic anharmonicity 59f 250(t) 255(t)
Quartic oscillator 77
Rabi Hamiltonian 114 317f(t)
Reflection 246(t) 265(t) 267(t) 286(t) 289(t)
Reflection, operator 121 122
Reflection, symmetry 121
Reflective transformation 334ff(t)
Relaxation 202
Resolvent formalism 64
Response formalism 130 165 202
Rhys, A. 137 (see also “Huang K.”)
Rikayzen, G. 163
Rotating frame 2 222ff 235(t)
Rueff, M. 115
Sander, L.M. 81 110 125 126 127 128 129 206 H.B.”)
Scaling transformation 247(t)
Schmutz, M. 124
Schrieffer, J.R. 163 162 189 J.”)
Schrodinger perturbation theory 232(t)
Schuster, H.G. 189
Schweber, S.S. 93
Self-trapping 125 129
Seventh order diagonalization 233(t)
Shore, H.B. 81 110 125 126 127 128 129 206 L.M.”)
Sigmund, E. 12 22 115 150 152 156 S.” “Rueff M.”)
Silbey, R. 121 (see also “Alper J.S.”)
Silverman, B.D. 59
Single oscillator transformations, b-b+ representation 251—256(t)
Single oscillator transformations, P-Q representation 241—251(t)
Single spin- transformations 257—262(t)
Single-state diagonalization 2 60ff
Slichter, Ch.P. 223
Slonczewski, J.C. 119 120
Small polaron problem 161
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