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| Georgii H.O. — Canonical Gibbs Measures: Some Extensions of de Finetti's Representation Theorem for Interacting Particle Systems |
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Название: Canonical Gibbs Measures: Some Extensions of de Finetti's Representation Theorem for Interacting Particle Systems
Автор: Georgii H.O.
Язык: 
Рубрика: Математика/
Статус предметного указателя: Готов указатель с номерами страниц
ed2k:
Год издания: 1979
Количество страниц: 190
Добавлена в каталог: 15.08.2008
Операции: Положить на полку |
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| Предметный указатель |
Activity 5 22
Activity as a function of  103 106 111ff 116 140ff 144 170ff
Activity as a function of  67ff 171ff 174ff
Boundary condition 4 21
Choquet simplex 12
Configuration 2 15
Configuration, hard core 16
Configuration, simple 16
cube 64
de Finetti’s theorem V 11 72
Detailed balance equation 33 43
Diffuse measure 15
Diffusion process with interaction 41
DLR-state 7
Energy 4 21
Energy, specific 65
Energy, specific free 66 80
Energy, specific free Gibbs 65
Energy, specific free Helmholtz 67 171
Energy, specific free Helmholtz, differentiability of 68 171
Energy, specific free, monotonicity of 82
Ensembles 174
Ensembles, equivalence of 175ff
entropy 65
Extreme decomposition 12ff 26 72 103 106 108 117 144 171
Extreme point 11
Gibbs distribution, (grand canonical) 6 22
Gibbs distribution, canonical 9 24
Gibbs measure, (grand canonical) 7 23
Gibbs measure, (grand canonical), extreme 13 27
Gibbs measure, canonical VII 9 25
Gibbs measure, canonical, characterization of 36 40 92 105
Gibbs measure, canonical, extreme 12ff 26 71 98 99 106 108 116ff 143ff 171
Gibbs measure, canonical, shift-invariant 14
Gibbs measure, microcanonical VIII
Hamilton flow 50
| Hamilton flow, stable equilibrium states for 53
Hewitt — Savage zero-one law VI 100 109
Information gain 70 73
Intensity measure 20
Irreducible rate function 33
KMS-state 52
Martin — Dynkin boundary 12
Particle density 69 106 133 174
Particle jump process VII 8 29
Particle jump process, asymptotic distribution of 83
Partition function 6 22
Partition function, canonical 9 25
Phase transition 7 69
Poisson bracket 49
Poisson process 20 24
Poisson process, mixed VIII 40 105
Potential 4 21
Potential, chemical 5
Potential, continuously differentiable 43
Potential, finite range 21 74
Potential, hard core 21
Potential, pair 22
Potential, self- 15 25
Potential, shift-invariant 14
Potential, standard 48
Pressure 65
Randomness principle 114 141
Reversible measure, process 32 42
Shift 14
Spin-flip process 8 90
Symmetric events 4 19 97 100 108 109 116 144
Symmetric probability measure V 10
Tail field 4 19 116 144
Variational principle for canonical Gibbs measures 71 81 83
Variational principle for Gibbs measures 66
Zero-one laws 12 13 26 100 109
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