A self-contained graduate-level introduction to the statistical mechanics of disordered systems.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Professor Bovier is an active researcher, having published over 90 scientific papers, and is a frequently invited speaker at international meetings on probability and mathematics.
Inhaltsangabe
Preface Part I. Statistical Mechanics: 1. Introduction 2. Principles of statistical mechanics 3. Lattice gases and spin systems 4. Gibbsian formalism 5. Cluster expansions Part II. Disordered Systems: Lattice Models: 6. Gibbsian formalism and metastates 7. The random field Ising model Part III: Disordered Systems: Mean Field Models: 8. Disordered mean field models 9. The random energy model 10. Derrida's generalised random energy models 11. The SK models and the Parisi solution 12. Hopfield models 13. The number partitioning problem Bibliography Index of notation Index.
Preface Part I. Statistical Mechanics: 1. Introduction 2. Principles of statistical mechanics 3. Lattice gases and spin systems 4. Gibbsian formalism 5. Cluster expansions Part II. Disordered Systems: Lattice Models: 6. Gibbsian formalism and metastates 7. The random field Ising model Part III: Disordered Systems: Mean Field Models: 8. Disordered mean field models 9. The random energy model 10. Derrida's generalised random energy models 11. The SK models and the Parisi solution 12. Hopfield models 13. The number partitioning problem Bibliography Index of notation Index.
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