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| Pt. I | Statement of the Problem and Simplest Models | |
| 1 | Notations and Statement of the Problem | 3 |
| 2 | Quantum Fields | 57 |
| 3 | Those Kinds of Fields We Call Noises | 85 |
| 4 | Open Systems | 113 |
| 5 | Spin-Boson Systems | 153 |
| 6 | Measurements and Filtering Theory | 205 |
| 7 | Idea of the Proof and Causal Normal Order | 219 |
| 8 | Chronological Product Approach to the Stochastic Limit | 237 |
| 9 | Functional Integral Approach to the Stochastic Limit | 247 |
| 10 | Low-Density Limit: The Basic Idea | 255 |
| 11 | Six Basic Principles of the Stochastic Limit | 261 |
| Pt. II | Strongly Nonlinear Regimes | |
| 12 | Particles Interacting with a Boson Field | 285 |
| 13 | The Anderson Model | 351 |
| 14 | Field-Field Interactions | 369 |
| Pt. III | Estimates and Proofs | |
| 15 | Analytical Theory of Feynman Diagrams | 393 |
| 16 | Term-by-Term Convergence | 453 |
| References | 461 | |
| Index | 469 |
| Price | Condition | Delivery | Seller | Action |
| $149.00 | Digital |
| WonderClub |
Bryan Sillman
reviewed Quantum Theory And Its Stochastic Limit on January 02, 2018
Quantum Theory And Its Stochastic Limit
Excellent overview for both topics! I really liked this book. I also recommend for the basic and intermediate topics Lancester's book (Quantum Field Theory for the Gifted Amateur book).
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