Ãëàâíàÿ    Ex Libris    Êíèãè    Æóðíàëû    Ñòàòüè    Ñåðèè    Êàòàëîã    Wanted    Çàãðóçêà    ÕóäËèò    Ñïðàâêà    Ïîèñê ïî èíäåêñàì    Ïîèñê    Ôîðóì   
blank
Àâòîðèçàöèÿ

       
blank
Ïîèñê ïî óêàçàòåëÿì

blank
blank
blank
Êðàñîòà
blank
Domb C., Lebowitz J.L. — Phase Transitions and Critical Phenomena (Vol. 19)
Domb C., Lebowitz J.L. — Phase Transitions  and  Critical Phenomena (Vol. 19)



Îáñóäèòå êíèãó íà íàó÷íîì ôîðóìå



Íàøëè îïå÷àòêó?
Âûäåëèòå åå ìûøêîé è íàæìèòå Ctrl+Enter


Íàçâàíèå: Phase Transitions and Critical Phenomena (Vol. 19)

Àâòîðû: Domb C., Lebowitz J.L.

Àííîòàöèÿ:

This series of publications was first planned by Domb and Green in 1970. During the previous decade the research literature on phase transitions and critical phenomena had grown rapidly and, because of the interdisciplinary nature of the field, it was scattered among physical, chemical, mathematical and other journals. Much of this literature was of ephemeral value, and was rapidly rendered obsolete. However, a body of established results had accumulated, and the aim was to produce articles that would present a coherent account of all that was definitely known about phase transitions and critical phenomena, and that could serve as a
standard reference, particularly for graduate students.


ßçûê: en

Ðóáðèêà: Ôèçèêà/

Ñòàòóñ ïðåäìåòíîãî óêàçàòåëÿ: Ãîòîâ óêàçàòåëü ñ íîìåðàìè ñòðàíèö

ed2k: ed2k stats

Ãîä èçäàíèÿ: 2001

Êîëè÷åñòâî ñòðàíèö: 498

Äîáàâëåíà â êàòàëîã: 19.03.2006

Îïåðàöèè: Ïîëîæèòü íà ïîëêó | Ñêîïèðîâàòü ññûëêó äëÿ ôîðóìà | Ñêîïèðîâàòü ID
blank
Ïðåäìåòíûé óêàçàòåëü
Diffusion-limited pair annihilation (DLPA), local properties      208—210
Diffusion-limited pair annihilation-creation      74 176
Diffusionless random sequential absorption process      167
Diffusive mixing/spreading      61 149 176 208 259
Dilation operator      321
Dimensional regularization parameter      399
Dipoles, approaching boundary      363
Dipoles, bilocal operators      282
Dipoles, coincidence      381
Dipoles, contraction      293—294 295 297 300—301 352 353 360 382 462
Dipoles, Coulomb energy      283—285
Dipoles, MOPE approach      291—292 418
Dipoles, replacement      299
Dirac sea      40
Dirac — Hilbert space notation      19
Discontinuities      435 437
Discrete time systems      52 69—70 97
Disorder, -disorder contraction      399
Disorder, averaging over      259
Disorder, correction      402
Disorder, correlation      388 392
Disorder, environment      77 388—408
Disorder, interaction, time ordered      392
Disorder, intrinsic      278—279
Disorder, isotropic      389
Disorder, nonpotential (transverse)      388 389 395 407
Disorder, quenched      259 389
Disorder, renormalization      397—399
Disorder, static      389
Disorder, topological      42
Dispersion integral      435
dispersion relation      67 115
Displacement vector      268
Distance geometry      309
Divergences, bilocal operators      397—399
Divergences, local      282—284 380—381 395—396
Divergences, overlapping      324
DLPA      see Diffusion-limited pair annihilation (DLPA)
DNA, dynamics      215—220
DNA, gel electrophoresis      8
DNA, relaxation      217—219
DNA, reptation      10
DNA, structure      375
Domain of attraction, large      389
Domain, growth      47 389
Domain, statistics      214
Domain, wall, and spin-spin interaction      36 47
Domain, wall, as shock      144—145
Domain, wall, diffusion      149 171
Domain, wall, driving      185 187
Domain, wall, duality      74 79 81 163 176 179 188—191 210—211
Domain, wall, dynamics      134—136
Domain, wall, fluctuations      141—143 148—149
Domain, wall, hopping      188
Domain, wall, inASEP      105 117
Domain, wall, motion      145
Domain, wall, random walk      122 135 143 148
Domain, wall, stability      124—125
Domain, wall, types      146
Double 6-expansion      364—368
Double poles, two-loop diagrams      345—346
Drift, and hard-core interaction      104
Drift, diffusion-limited annihilation      195
Drift, distance      149
Drift, velocity      23 60 116 146—147 215 216 217 403
Driving process, effects      195 199 203
Droplets, boundaries at criticality      429—430
Droplets, energy cost      431
Droplets, instanton behaviour      441—442
Droplets, nature      260
Droplets, spin      431
Duality, domain wall      74 79 81 163 176 179 188—191 210—211
Dynamic matrix ansatz      89—95 99 101
Dynamical equations      5
Dynamical exponent      65 158 385 387 389 403
Dynamical scaling      63—65
Dynamical structure function      59—61
Dynamics, stochastic      3—4 14
Dynamics, ultraslow      389
Dyson — Schwinger equation      69—70 166 308
Edwards model      279 314 434 436 439—441 450
Edwards — Wilkinson universality      235
Effective field theory      378
Effective Hamiltonian      269 270 279 436
Effective system      6
Eigenstates      31 39 90
Eigenvectors      54 90
Eight-vertex model      5 52 160
Einstein relation      215
Elastic energy      371
Elastic manifolds      see Polymers
Elastic terms, anharmonicity      376
Elasticity, renormalization      401 404 405
electric field      104 167 217
Electron, motion      167
Empty interval probabilities      167 173 181 184 212 237—238
Enantiodromy      74—75 81n 82 162—164 173
Energy, -energy correlation function      257 408
Energy, barriers, random      42
Energy, expression, integral representation      86
Energy, function, Ising model      48
Energy, gap, and relaxation time      171
Energy, gap, finite      67—68
Energy, gap, free fermion systems      191—192 193
Energy, gap, limit behaviour      69 193
Energy, gap, volume independent      110 111
Equations of motion and global rescaling      305—307
Equations of motion for magnetization      187
Equations of motion, calculations      464
Equations of motion, consequences      305 466
Equations of motion, decoupling      164—167 169
Equations of motion, for time-dependent operators      198
Equations of motion, for vacancy strings      169
Equations of motion, free fermion model      184 187 213—214
Equations of motion, Glauber dynamics      187
Equations of motion, Pauli matrices      182
Equations of motion, solving      141
Equilibrium, distribution      54 104—105 117
Equilibrium, systems      4 57—58
EQUIVALENCE      72—74
Ergodicity      54—57
Error function      88
Euler, $\beta$-function      301
Euler, $\Gamma$-function      444
Exact exponent identities      272
Exact solution, dynamical equations      5
Exact solution, equilibrium systems      4
Exact solution, exclusion processes      136 148
Exact solution, many body systems      30—31 33 34
Exact solution, nonequilibrium systems      4
Exact solution, random sequential absorption process      167
Exact solution, reaction-diffusion systems      5
Exact solution, three state systems      29
excitons      13 49 176 196 222—223
Exclusion process and interface dynamics      231
Exclusion process with particle injection and absorption      79
Exclusion process, asymmetric      43 101 104 158 see Symmetric
Exclusion process, discrete time      225—229
Exclusion process, elementary move      41 42
Exclusion process, exact results      136 148
Exclusion process, generalized      144
Exclusion process, integrability      50—51
Exclusion process, interaction      86 114—115 116
Exclusion process, k-step      125
Exclusion process, nonequilibrium      103
Exclusion process, partial      43 51
Exclusion process, partially asymmetric      113
Exclusion process, partially symmetric      96—97
Exclusion process, quantum Hamiltonian formalism      41—45
Exclusion process, single species      45—47
Exclusion process, symmetric      43 79—102 89 101
Exclusion process, traffic flow      154—157
Exclusion process, two-type      51
Exclusion process, universality      199
expansion      see also Perturbative expansion
Expansion, 1/d      449—450
Expansion, Flory approximation      354—355
Expansion, parameters      348
Expectation operators      4
Expectation values, calculation      204
Expectation values, connected and nonconnected      306
Expectation values, decay      66
Expectation values, density      168
Expectation values, equal time      394
Expectation values, Expectation values, quantitative behaviour      193
Expectation values, experimental measurement      22—23
Expectation values, observables      280 282 293 305—307 366—367 378 467
Expectation values, spectral decomposition      62
Expectation values, stationary      54 58
Expectation values, transformed systems      72
Experimental realizations      215—223 385
Exponential decay      63 65
Exponential relaxation      67
Extrapolation      349—351 406 429 430 433 447 448
Fermi edge      40
Fermion interaction quartics      194
Fermionic operators      175 177
fermions      see Free fermion approach
ferromagnetism      32 200—201 230 see
Feynman, diagrams      286 290 318
Feynman, integrals      256—257 318 319 408 436
Field theoretical methods and fluctuating lines      408
Field theoretical methods and fluctuating lines, multilocal      257 258
Field theoretical methods and fluctuating lines, nonlocal      260
Field theoretical methods and fluctuating lines, O(N) model      413 414
Field theoretical methods and fluctuating lines, renormalization      333—334 392—393
Field theoretical methods and fluctuating lines, tethered membranes      279—305
Field theoretical methods, convenience      256
Finite systems      62—63 65
First-order transition kinetics      145
First-passage time      75—77 79 84 217—218
First-passage time, distribution      83—84 89
Fisher waves      172
Fixed point, cubic      432 433
Fixed point, Gaussian      365 369 404 432
Fixed point, Heisenberg      365 369 404 432 433
Fixed point, infrared (IR)      305 354 357 358 368 369—370 426 446 457 464 466
Fixed point, isotropic      399 405—407
Fixed point, perturbative      389
Fixed point, pure self-avoidance      451
Fixed point, renormalization group flow      404—405
Flat phase in simulations      451
Flat phase, fluid membranes      258
Flat phase, persistence      277
Flat phase, self-avoiding membranes      277 356
Flat phase, stability      263 272 278
Flory approximations, crumpled phase      275
Flory approximations, disordered system      391
Flory approximations, expansion      348 354—355 466n
Flory approximations, fractal phase      388
Flory approximations, one loop order      407
Flory approximations, phase separation      371
Flory approximations, self-avoidance      266—267 276 278 376
Flow diagrams      368 369 403 404 432
Fluctuating lines, and field theories      408
Fluctuation-dissipation theorem      62 70 159 380 383 389 393—394
Fluctuation-dissipation theorem, perturbative      396 399 401
Fluctuations      230—236 272 374
Fluid membranes      256 257—258 261—262 431
Fokker — Planck equation      4 65 394
Folded phase, molybdenum disulphide      274
Forest construction      264 318 320 321 322 334—335
Four loop calculations      434
Four point correlator      82
Four vertex model      160 225
Fourier transform methods, density distribution      116 208
Fourier transform methods, disorder model      391
Fourier transform methods, dynamic matric ansatz      93 94 95
Fourier transform methods, dynamical structure function      59—60
Fourier transform methods, flat phase stability      268
Fourier transform methods, free fermion systems      192
Fourier transform methods, Gaussian variational approach      442—443
Fourier transform methods, longitudinal and transverse projectors      454—456
Fourier transform methods, master equation      63
Fourier transform methods, normalization      280
Fourier transform methods, self-duality      82 85
Fourier transform methods, string expectation value      183
Fractal dimension and renormalization      385
Fractal dimension, aluminium foil crumpling      275—276
Fractal dimension, calculation      264 278 356 446
Fractal dimension, crumpled swollen phase      257 259
Fractal dimension, crumpling transition      263 264
Fractal dimension, graphite oxide      275
Fractal dimension, Sierpinsky gasket      264 278
Fractal exponent      273
Fractal phase      77 277 356 388
Free energy      265 266 279 374
Free energy, density      436 439 442
Free fermion approach as mathematical tool      5 51
Free fermion approach, boundary conditions      211—212 213
Free fermion approach, classification      175 178 181—187
Free fermion approach, dynamical properties      191—193
Free fermion approach, exact results      197—200
Free fermion approach, formalism      24 175
Free fermion approach, Hamiltonian      178 180 189 194
Free fermion approach, interacting particle system      199—200
Free fermion approach, nearest neighbour interaction      191
Free fermion approach, one dimensional      200
Free fermion approach, physical meaning      193
Free fermion approach, relaxation times      191—193
Free fermion approach, stationary states      191
Free fermion approach, translation invariant      175—176
Free propagator      see Response function
Free “phantom” surface      280
Friction coefficient      401
Fugacity      408 412
Fusion, -pair annihilation process      183—184
Fusion, asymmetry      183
Fusion, branching process      167 169 191
Fusion, diffusion-limited      163 164 168—169 181
Fusion, reactions      72
Galilei transformation      66 199
Garden of Eden      160
Gauge theories, and random surfaces      256
Gaussian density profile      67
Gaussian disorder force      392
Gaussian elastic energy      280
Gaussian fields      390 413
Gaussian fixed point      365 369 404 432
Gaussian noise      377 390 392
Gaussian phase      386
Gaussian random walk      64—65
Gaussian variational ansatz      277 352 355 371 442—444
Gel electrophoresis      8 16 159 215—216
Gels, two-dimensional      278
Ghost coordinates      66 87
Gibbs measure      57
Glassy dynamics      389
Glauber dynamics and DLPA      74
Glauber dynamics and pair annihilation-creation process      51
Glauber dynamics, boundary conditions      213
Glauber dynamics, decoupling      185
Glauber dynamics, enantiodromic      164
Glauber dynamics, equations of motion      187
Glauber dynamics, equilibrium system      57 191
Glauber dynamics, free fermion systems      176
Glauber dynamics, Ising model      47—49
Glauber dynamics, nonfactorized state      191
Glauber dynamics, spin flip      13 49—50 76 213 214
Glauber dynamics, stochastic rules      188
1 2 3 4 5 6
blank
Ðåêëàìà
blank
blank
HR
@Mail.ru
       © Ýëåêòðîííàÿ áèáëèîòåêà ïîïå÷èòåëüñêîãî ñîâåòà ìåõìàòà ÌÃÓ, 2004-2024
Ýëåêòðîííàÿ áèáëèîòåêà ìåõìàòà ÌÃÓ | Valid HTML 4.01! | Valid CSS! Î ïðîåêòå