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| Авторизация |
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| Поиск по указателям |
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| Prigogine I. — Nonequilibrium statistical mechanics |
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| Предметный указатель |
Action variable 25 26 27 28 29 30 31 39 67 80 82
Analytic continuation 174 176 177 178 228
Angle variables 25 26 27 28 29 30 31 39 67 68 80 82
Angular frequencies 27
Anharmonic forces 4 36 80
Anharmonic solid 36 37 41 60 67 297
Articulation point 250 251 254
basic structure 221
Bessel functions 78 79 283 286
Black-body radiation 67
Bogolioubov's theory 3 241
Boltzmann distribution 126
Boltzmann factor 127
Boltzmann's equation 1 2 3 90 91 92 93 94 95 107 124 128 135 137 196 211 216 222 223 234 239 263
Born approximation 45 93 118 192
Bose gas 7
boundary conditions 22 23
Brillouin zone 38
Brownian motion 66 67 73 75 78 80 82 84 85 94 95 97 108 209 210 216 236 289
Canonical distribution 73 108 247 249 299
Canonical equations 6 13 16
Cauchy integral 173 175 178 179 180 183 186 269
Causality 276 295 296
Causality, condition 8 122
Characteristic function 27
Cluster expansion 147 149
Coarse grained density 146
Collective effects 196 208
Collision parameter 125
Continuity equation 63
Convolution theorem 227 228
Correlations see “Dynamics of correlations”
Coulomb interaction 103 104 209
Creation diagram 226 237
Creation region 194
Cross section 50 125
Cycles 49 50 56 57 179 190
Cyclic conditions 37
Cyclic variables 26 27
Debye cloud 209
Debye frequency 53 54
Debye interaction (or Debye — Hueckel interaction) 103 104 197 210
Debye length 103 104 197 210
Density matrix 256 257 258
Density operator 256 257 264
Destruction diagram 226 227
Destruction region 188 194 228 236
Destruction vertex 188 189
Detailed balance, principle of 252
Diagonal fragments 57 59 131 176 177 178 188 194 226 244
Diagonal fragments, homogeneous 220
Diagonal fragments, inhomogeneous 220
Diagonal fragments, pseudo- 213 220 221
Diagonal singularity 305 306 307
Difference operator see “Displacement operator”
Diffusion equation 63 79 83 99
Displacement operator 34 118 260
Dissipativity condition 265 266—269
Dynamical friction 99 100 101
Dynamical reversibility 20
Dynamics of correlations 6 8 34 48 49 90 154 157 181 183 185 194 195 234 235 236 237 238 246—250 256
Electrostatic interaction 102
Energy, conservation of 62 263 266
Energy, conservation of, equipartition of 73 80
Energy, conservation of, fluctuations 74 80 290
Ensemble 7
Ensemble representative 14
Ensemble theory 3
entropy 1
Error function 96
Excitations 7 144
Excited states 47
Factorization theorems see “Fourier coefficient”
Feynman's path integral 122
Fokker — Planck equation 63 64 81 82 85 95 99 111 196 209 210
Fourier coefficient, factorization theorem for 217 218 240
Fourier heat equation 79
Friction coefficient 75 84 100 101
Fundamental solution see “Green's function”
Gaussian distribution 83
Gaussion processes 81 82
Generating function 26 28
Generic distribution function 139
Gibbs ensemble 14
Green's function 76 77 78 81 112 120 121
Ground state 7
| H-Theorem 1 5 9 61 71 106 107 111 226 244—256 264
Hamiltonian 4 13 22 23 24 25 26 27 28 29 30 31 32 33 39 41 62 86 114 197 270 277
Hamiltonian equation 13
Hamiltonian operator 19
harmonic oscillator 3 4 25 28 33 36 39 82 84 98 101 112
Heisenberg's matrix 113
Hermitian operator 6 15 16 17 18 111
Intensive properties 7
Interaction representation 30 32 33 34 87 257 258 259
Invariants of motion 4 22 35 265 270 271 272 273 274 275 278
Irreversibility 1 2 8 255 256
Irreversible processes 1 2 3 4
Isotopic substitution 302
Kramer's equation 75 83 84 85
Laguerre functions 282
Laguerre polynomials 75 76 279 286
Laplace transform 169 170 227 228
Lattice vibrations 36 101
Linked cluster 163
Liouville's operator 6 15 16 19 20 22 23 29 31 32 33 41 44 86 120 141 170 171 251 296
Liouville's theorem or Liouville equation 1 3 5 13 15 16 19 29 30 32 34 44 87 123 126 128 140 152 170 191 257 258 260
Markowian processes (or Markoff chains) 8 63 64 65 81 82 228 229 231 242
Master equation 44 59 60 64 65 66 70 88 89 107 133 134 137 191 231 262 263 291 295
Maxwell distribution 95 126 127
Mayer diagrams 152 157 253
Mean free path 212 214 224
Memory 8 228
Metrical transitivity 273 274
Molecular chaos 192 147 193
Molecular chaos condition 91 92 108
Momentum, conservation of 87 88
Myller — Lebedoff formula 78 288
Normal coordinates 37 39 80
Normal modes 39 46 47 48 49 62 67 78 289 297 301
Occupation numbers 47
Pauli equation 263 264
Periodic boundary conditions 23 37
Phase density 5 6 7 14
Phase space 13
plasma 196 198
Poincare's theorem 265 269 273 296
Poisson bracket 14 15 16
Principal part 53
Propagator 118 119 120 122 123 124 276 295 296
Radiation theory 53
Random force 82 85
Random phase, approximation 137 147 231 264 307
Random phase, approximation, assumption 44
Random processes 8 63 65 82 83
Rayleigh — Schroedinger perturbation method 34
Reciprocal lattice 39 40
Reduced distribution functions 138 140 141 161
Renormalization 209
Renormalization, methods 5
Representation 6
Resolvent 6 170 171 172 173 175 176 177 178
Retarded potentials 120
Reversible processes 1
Ring diagrams 198
S-matrix 113
Scale of inhomogeneity 212
Scattering diagram 179 228
Scattering matrix 118
Scattering operator 135
Scattering theory 53
Schroedinger equation 16 19 32
Second law 1
Semi-connected diagrams 162
Singular functions 56
Specific distribution function 138
Specific distribution function, heat 80
State 6 16 34
Statistical operator 257 262
Stokes — Navier equations 213 216
Stosszahlansatz 1
thermal conductivity 61
Thermodynamical “case” 194 238
Time inversion 20
Time scales 213 218
Transition moments 64 79 81
VACUUM 47 144 195
Van Hove's diagonal singularity condition 305 306 307
Virial expansion 9
von Neumann's density matrix 231 257 307
Wave packet 164 165 166 169
Wave vector, conservation of 87 88 262
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