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Schulman L.S. — Techniques and applications of path integration
Schulman L.S. — Techniques and applications of path integration



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Название: Techniques and applications of path integration

Автор: Schulman L.S.

Аннотация:

Emphasizes the many applications that have been found for path integrals in quantum mechanics, statistical physics, field theory, and optics. Covers both the Feynman integral of quantum mechanics and the Wiener integral of probability theory. Initial experience is gained with solvable integrals and some of the formal and general properties developes.


Язык: en

Рубрика: Физика/Квантовая механика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1981

Количество страниц: 359

Добавлена в каталог: 29.09.2005

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Abers, E. S.      314 347
Abramowitz      78
action      7
Action, analytically continued      155 156
Action, at a distance      323 325
Action, at a distance electrodynamics      174
Action, forced harmonic oscillator      38
Action, harmonic oscillator      38
Action, instanton      275
Aharonov — Bohm effect      195 196 210
Aharonov, Y.      15 195 196 210
Airy function      122 123 135 139
Airy function, generalized      127
Alben, R.      342 343
Albeverio, S.      63 64 117 347
Algebraic topology      197
Alimov, A. L.      311
Amit, D. J.      189 302 314 347
Amplitude, probability      13
Analytic continuation      64 99 105 162 168 230 232 272 279 280 281 289 327 331
Anderson model      270 331
Anderson, J. L.      235
Anderson, P. W.      257
Anharmonic oscillator      96—117 271
Annihilation, particle-antiparticle      227 228
Anticommuting c-numbers      188
Arcwise connected      197
Arnold, V. I.      313
Arthurs      128 189 211 224 332 333 347
Aspnes, D.      302
Asymptotic analysis      73—78
Asymptotic approximation      16—21 106
Asymptotic approximation,      117 126 129
Asymptotic approximation, uniform      131—142
Asymptotic expansion      139 169
Asymptotic series      73—78 97 134
Asymptotic series, exercises      76
Atomic scattering      158
Auxiliary coordinates      323
Avez, A.      313
Babcenco, A.      48 344
Baker, G. A., Jr      289
Balian, R.      163
Bander      157
Banks      288
Bare mass      170
Bargmann, V.      245 257
Barrier penetration      155 157 162 163
Barrier penetration,      271 272 273
Bead on a ring      190
Bekenstein, J. D.      229 235
Bender      189 288 332
Berlin, T. H.      294 302
Berry, M. V.      142 348
Bessel functions      345
Bezak, V.      270
Birman, Sh      339
Black body temperature      234
Black hole, absorption probability      234
Black hole, emission      229 230 232 233 234 235
Black hole, singularity      231
Black hole, temperature      230 233
Black hole, thermodynamics      236
Black holes      229—236
Bleistein, N.      169
Bliss, G. A.      91
Bloch waves      195
Bloch, C.      163
Bohm, D.      195 196 210
Bohr — Sommerfeld quantization rules      143 154
Boon      257
Boosts (Lorentz transformations)      235
Bopp, F.      188 223
Borel resummation      75
Born      146
Born approximation      287
Born — Oppenheimer approximation      160
Bose — Einstein condensation      259—270
Bosons      209 250
Boundary conditions, Dirichlet or Neumann      212
Branch point, classical action      224
Brezin, E.      288
Brillouin zone      292 297 301
Broken line path      7 8 29
Brownian motion      28 53—64 342
Brownian motion, exercise      63
Brownian motion, paths      263 264 319 320
Brush, S. G.      241 347
Burton, W. K.      196
Buslaev, V. S.      41 212 339
Calculus of variations      79—91
Callan, C.      288
Calogero model      346
Calogero, F.      346
Cameron, R. H.      64
Campbell, W. B.      163
Canonical form      136 139
Canonical morphology      140
Canonical operators      216
Canonical quantization      215
Canonical transformation      20 306 307 308 309 311
Casher, A.      253 256
Catastrophe, dimensions of      140
Catastrophe, elementary      140 141
Catastrophe, theory      120—130 139 140 142
Caustic surfaces      87
Caustic, fourth-order      128
Caustics      17 118—142 168
Chang, S. S.      313
Chapman — Kolmogorov equation      42 47
chemical potential      250 260
Chester, C.      132 141
Child, M. S.      142
Chretien      331
Chu, F. Y. F.      313
Classical evolution, exercise      19
Classical limit      16 51 WKB
Classical limit, coalescing      125
Classical path      39—41 159
Clutton — Brock      41 311
Cohen, L.      257 312
Coherent state representation      242—256
col      277
Coleman, S.      106 288
Collective behavior      290 (see also Phase transitions)
Collins, J. C.      288
Combe, P.      347
Commutation relations      49—52 255
Complete integrability      313
Complex paths      162 163 168
Complex potentials      163
Complex scaling      99 105
Computer      341
Conjugate point      84—90 118 122 124
Connor, J. N. L.      141—142
Continuity of paths in Wiener measure      318 319
Continuous deformation      197
Continuous spectrum      43
Contractible      198 (see also Simply connected)
Convex function      174
Convex obstacle      339
Cooper, F.      332
Copson, E.      78
Correlation function, two-point      291 299 302
correlation length      291 298
Correspondence, identities      157
Correspondence, limit      16—21
Correspondence, principle      154
Courant, R.      80 91
Covering projection      202 203 206
Covering space      203
Covering space, universal      202 203 206
Covering space, universal SO(3)      204
Covering space, universal torus      204
Coyne, S.      128
Creep wave      40 339
Critical droplet      271 278 280 288
Critical droplet, explicit solution      274
Critical exponents      290 291 296 302
Critical phenomena      293 295 297 299
Critical point      126 136 281 290 291 298 299 301
Critical point, coalescing      125 126 132 135 136 141
Critical region      121
Curie point      291
Curie — Weiss model      325
Curvature      217 220
Curvature, phase factor      216 217
Curved space path integral      41 214—224
Curved spacetimes      229
Cusp      127 128
Cylinder sets      57
Cylindrical mirror      125
Dashen, R. F.      313
Davies, H.      311
DeBorde, A. H.      196
DeBruijn, N. G.      78
Decay rate      273
Decimation      302
Deficiency indices      211 212
Dekker, H.      312 343
Density, of paths      88
Density, of states      268
Dente, G. C.      324
Deser, S.      331
Deviations, large      266
Devreese, J. T.      48 142 188 344 347
DeWitt — Morette, C.      63 64 96 106 130 185 188 209 210 224 236 311 347 348
DeWitt, B.      96 106 216 217 224
Dicke, R. H.      162
Difference differential equations      174
Diffracting body      212
Diffraction      168 212 339
Diffraction, geometrical theory of      157 163
Diffusion      54 55 60
Dilute gas of excitations      282
Dirac equation      185 229
Dirac, P. A.      14 15
Domb, C.      302
Donsker      96 180 266 269
Dowker, J. S.      41 210 223 224 258 312
Dreyfus      106 314
Drift velocity      55
Duistermaat, J. J.      142
Dym, H.      106
Dyson, F.      98 106
Edwards, R. E.      181
Edwards, S. F.      224 270 333 346
Effective field approximation      98
effective mass      170
Ehrenfest theorem      51
EIGHT      202
Elastic forces      332
Electric field, uniform      39
Electrodynamics      174
Electrodynamics, time symmetric      323
electromagnetic field      320—323
Electromagnetic field, quantized      324
Electron in a solid      267
Ellis, R. S.      129
Emission by black holes      235
Emission probability from black hole      234
energy levels      44—48 147—157
Energy, imaginary part of      273
entropy      332
Enveloping ray      339
Equations of motion, complex      250
Equivalence class      198 200
Erdelyi, A.      21 78
Error function      76
Essential singularity      98 107 271 283
Essential singularity,      284 289
Ester ling, D.      189
Euler — Lagrange equation, finite difference approximation      109
Eve, M.      169
Event horizon      229
Exchange operator      209
Exchange second virial coefficient      338
Expectation value, complex      49 50
Exponential potential, exercise      89 105
Extensions of symmetric operators      212
Fadeev, L. D.      313
Fanelli, R.      311
Fermat’s principle      168
Fermi statistics      256
fermions      209 346
Ferrell, R. A.      270
Ferromagnet      325
Feynman diagrams      65—69 324
Feynman — Kac formula      43—48 171 173 178 272 273 330 339
Feynman, R. P.      3 12 15 26 180 185 188 214 217 226 228 234 241 311 323 324 325 346 347
Fibich      270
Field theory      242 251 315 316 317 320
Fields, rough      320
Fifth parameter      214 226 230
Finkler, P.      163
First passage time      60—64 265
First-order phase transitions      see Phase transitions
Fisher, M. E.      283 289
Fixed point      291 298 299 302
Fluctuation, destabilizing      277
Focal point      84—90 (see also Conjugate point)
Fock, V. A.      214 226
Focusing      105 118 141
Fokker — Planck equation      310 342 343
Fokker, A. D.      323
Force field, uniform      32 38
Fosdick, L. D.      343
Fourier coefficients, asymptotic properties of      319
Frank, W.      107
Free energy      272 317 326 329
Free particle      31 32 45
Free particle, spectrum      45
Friedman, B.      132 141
Frohlich      180 270
Fugacity      260
Functional calculus      49—52
Functional form, topological      132 133
Functions of bounded variation      319
Fundamental group      201 202
Fundamental group, SO(3)      221
Fundamental homotopy group      208 210
Fundamental theorem for theta functions      223
Furman      302
Gamma function      75
Gamma matrices      229
Garrido, L.      312 343
Garrod, C.      311
Gauge Fields      210
Gauge invariance, exercise      30
Gauge transformation      27—30 210 211 213
Gaussian functional integral      269
Gawedzki, K.      311 314
Gelman, D.      162
Gel’fand, I. M.      39 64 347
Generating function      243
Geodesic deviation      87
Geometrical optics      164—169
George, T. F.      163
Gervais, J. L.      313
Gibbons, G. W.      236
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