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Advanced Series in Nonlinear Dynamics - Vol. 2
Mathematical Problems of STATISTICAL MECHANICS
edited by Ya G Sinai (Landau Inst.)
This volume consists of very high quality articles which may not only give a very good account of this field in the Soviet Union, but also provide stimulating materials for researchers working on this topic.
Contents:
- Gibbs States Describing Coexistence of Phases for a Three-Dimensional Ising Model
(R L Dobrushin)
- The Phase Separation Line in the Two-Dimensional Ising Model (G Gallavotti)
- Phase Diagrams of Classical Lattice Systems (S A Pirogov & Ya G Sinai)
- An Alternative Version of Pirogov-Sinai Theory (M Zahradnik)
- Phase Transitions in Anisotropic Lattice Spin Systems (J Frohlich & E H Lieb)
- Existence of Phase Transitions for Quantum Lattice Systems (J Ginibre)
- The Phenomenon of "Phase Separation" at Low Temperature in Some Lattice Models of a Gas I (R A Minlos & Ja G Sinai)
- Some New Results on First Order Phase Transitions in Lattice Gas Models (R A Minlos & Ja G Sinai)
- and others
Readership: Physicists.
| 364pp |
Pub. date: Mar 1991 |
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