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Book Categories |
Preface | ||
Basics | ||
Ch. 1 | Some fundamental notions | 3 |
Stochastic Matrices | ||
Ch. 2 | Evolving systems | 21 |
Ch. 3 | Markov chains | 25 |
Ch. 4 | Glass transition | 31 |
Ch. 5 | The Kerner model | 35 |
Ch. 6 | Formal developments | 45 |
Ch. 7 | Equilibrium, dissipation and ergodicity | 63 |
Circulant Matrices | ||
Ch. 8 | Prelude | 81 |
Ch. 9 | Definition and main properties | 83 |
Ch. 10 | Discrete quantum mechanics | 99 |
Ch. 11 | Quantum symplectic structure | 127 |
Bell Matrices | ||
Ch. 12 | An organizing tool | 149 |
Ch. 13 | Bell polynomials | 151 |
Ch. 14 | Determinants and traces | 183 |
Ch. 15 | Projectors and iterates | 207 |
Ch. 16 | Gases: real and ideal | 227 |
App. A: Formulary | 283 | |
Bibliography | 309 | |
Index | 315 |
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Add Special Matrices of Mathematical Physics: Stochastic, Circulant and Bell Matrices, This book expounds three special kinds of matrices that are of physical interest, centering on physical examples. Stochastic matrices describe dynamical systems of many different types, involving (or not) phenomena like transience, dissipation, ergodicity, Special Matrices of Mathematical Physics: Stochastic, Circulant and Bell Matrices to the inventory that you are selling on WonderClubX
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Add Special Matrices of Mathematical Physics: Stochastic, Circulant and Bell Matrices, This book expounds three special kinds of matrices that are of physical interest, centering on physical examples. Stochastic matrices describe dynamical systems of many different types, involving (or not) phenomena like transience, dissipation, ergodicity, Special Matrices of Mathematical Physics: Stochastic, Circulant and Bell Matrices to your collection on WonderClub |