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Minlos R.A. — Introduction to Mathematical Statistical Physics
Minlos R.A. — Introduction to Mathematical Statistical Physics



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Название: Introduction to Mathematical Statistical Physics

Автор: Minlos R.A.

Язык: en

Рубрика: Физика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1999

Количество страниц: 103

Добавлена в каталог: 07.12.2008

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
$\tau$-weight      76 84
Abnormal fluctuations      95 96
Aggregate states      59
Birkghoff theorem      45
Boundary configuration      55 58—60
Boundary of configuration      60 68 72
Boundary of the configuration      71
Boundary part      85
chemical potential      17
Classical gas      3 6 9 13 15 24 48
Coexistence of phases      65
Condition of Peierls      73 76
Conditional correlation function      42
Configuration      7 19 59 60 65 71
Configuration gas      6 13 15 16 21 22 24 48
Configuration of contours      72 73 76 78
Configuration of exterior contours      74 77
Configuration of spins      72 75
Conservation of the energy      5
Conservation of volume      5
Consistent distributions      29
contour      60 61
Contour ensemble      77
Contour models with parameters      90
Contour, exterior      73—75
Contour, interior      75
Contour, labeled      70
Correlation equation      34 35 58 79
Correlation equation of Kirkwood — Salsburg      39
Correlation equation, limit      34 35
Correlation function      30 32 34 37 58 79
Correlation function, conditional      42
Correlation function, limit      37 80
Correlation function, one-point      40
Critical point      62
Critical values of parameters      96
Crystal partition function      74 77
Decrease in correlations      62
Decrease of correlations      51
density      21
Distribution, canonical      13 17 18
Distribution, equilibrium      10
Distribution, finite-dimensional      30
Distribution, Gibbs      13 59 67 72
Distribution, Gibbs for lattice spin systems      19
Distribution, grand canonical      15—17 27
Distribution, limit      21 59 70 74
Distribution, limit Gibbs      23 24 27—29 32 34 38 39 45 51 57 59 62 75
Distribution, microcanonical      10 12 13 17 47
DLR-definition of Gibbs distribution      55
Drop (Wulff drop)      65
Dynamics      4—6 9—11 27
Elastic reflection      4
Energy      3 6 7 9 11 16 19 27 55 59 67 68
Energy, conservation of      5
Energy, Helmgolz free      47
Energy, kinetic      3 9
Energy, potential      3
Energy, specific      21
Ensemble of configurations of contours      61 72 73
Ensemble of configurations of exterior contours      74 79
Ensemble of geometric configurations of contours      76 84
Ensemble of labeled contours      70
Ensemble, Canonical      21 92
Ensemble, contour      7577
Ensemble, equilibrium      21 27
Ensemble, equivalence of      11 51 65
Ensemble, Grand Canonical      16 18 19 21 22 27 48 51
Ensemble, limit of configurations of contours      75
Ensemble, microcanonical      10 18 21
Enthalpy      50
entropy      47
Equation of Kirkwood — Salsburg      34
Equation of Kirkwood — Salsburg, limit      34
Equations of Kirkwood — Salsburg      33
Equations of motion      4
Equilibrium systems      9
EQUIVALENCE      17
Equivalence of ensembles      11 51 65
Equivalence principle      23
Ergodicity      45
Exterior component      71
Exterior contour      72—74
Exterior mark      71 76
Exterior mark of configuration      72
Ferromagnetic Ising model      67
Finite-dimensional distribution      30
Fluctuations      95
Gas, classical      3 6 9 13 15 24 48
Gas, configuration      6 13 15 16 21 22 24 48
Gas, ideal      11—13
Gas, lattice      7 18 27 57 67
Gauss law      13
Geometric configuration of contours      78
Geometric contour ensemble      79
Gibbs canonical distribution      10 12 13
Gibbs canonical measure      10
Gibbs distribution      13 59 67 72
Grand partition function      17
Grand statistical sum      17
Ground state      69
Ground state, phase diagram      70
Hamiltonian      3 68
Helmgolz free energy      47
Ideal gas      11—13
Inclusion-exclusion formula      31
Inclusion-exclusion formula (principle)      80
Indistinguishable particles      16 21 22 47
Integral, statistical      11 13
Integrals of motion      6
Interaction, radius of      3
Interior component      71 77
Interior of contour      71
Inverse temperature      11 17
Ising model      7 59 62
Ising model, ferromagnetic      59 67
Jump of magnetization      96
kinetic energy      3 9
Kirkwood — Salsburg equation      34 39 79
Kirkwood — Salsburg equations      33
Kirkwood — Salsburg limit equation      34
Kolmogorov theorem      29 57
Lattice gas      7 18 27 57 67
Lattice spin system      7 19 48
Legendre transformation      50
Lennard — Jones potential      3
Limit correlation equation      35
Limit correlation function      37 80
Limit distribution      59 70 74
Limit Gibbs distribution      21 23 24 27—29 32 34 38 39 45 51 57 59 62 75
Limit thermodynamic      12
Limit, thermodynamic      9 13 17 18 21 22 24 27 40
Local finite subset      22
Local variable      21
magnetic susceptibility      95
Magxietization      62 63 92
Mark      71
Mark, exterior      71 76
Maxwell law      13
Microcanonical distribution      10 12 13 17 47
microcanonical ensemble      10 18 21
Microcanonical measure      5 6 10
Mixing properties      41
Partition function      11 13 47 48
Partition function, crystal      74 77
Partition function, grand      17
Partition function, rarefied      73 74 76 77 88
Peierls condition      73 76
phase diagram      62 68 69
Phase diagram of ground states      70
Phase space      3 6 7 9 15 19 24 27
Phase space of infinite system      22
Phase transition      22 24 51 59
Phase transition of first kind      63
Phase transition with spontaneously broken symmetry      68
Physical variable      9 21
Pirogov S.      68
Pirogov — Sinai equations      90
Pirogov — Sinai theory      70 76 77
Planar rotators      7
Point field      80
Potential      7 27 91
potential energy      3
Potential of Lennard — Jones      3
Potential, chemical      17
Potential, multi-particle      91
Pressure      47 48 51
Principle of equivalence of ensembles      23 51
Principle of representativity      44
Radius of interaction      3
Random point fields      28
Regular values of parameters      23 51
roughening      94 95
Short-range      3
Sinai Ya.      68
Singular values of parameters      24 62 65
Specific energy per unit volume      21
Spin      7
Spin systems      24 68
Spin systems, lattice      7 19 48
Spontaneously broken symmetry      68
Statistical integral      11 13
Statistical sum      11 47 59
Statistical sum, grand      17
Summatory function      31
Summatory quantity      12 95
Symmetry transformation      68
System, equilibrium      9
System, lattice spin      19
System, spin      24 68
System, spin, lattice      7
Temperature, inverse      11 17
Theory of Pirogov — Sinai      70 76 77
Thermodynamic function      50
Thermodynamic limit      9 12 13 17 18 21 22 24 27 40
Three-component model      68
Total spin      65 96
Transformation of Legendre      50
Transformation, symmetry      68
Two-component model      67
Uniqueness criteria      91
Volume part      85
Weight      76 79
Wulff oval      65 92
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