This collection deals with several different topics related to the construction and spectral analysis of Hamiltonians of various systems arising in mathematical physics. Included are a study of the disposition and character of resonances for certain operators, with applications to solid body physics; a survey of work in the perturbation of Hamiltonians in fermion systems; an examination of the construction of the Hamiltonian for three different pointwise interacting quantum particles; and a study of the lower branches of the Hamiltonian of the lattice model for chromodynamics.
The final paper presents an extensive survey of problems related to the spectrum of finite-particle lattice Hamiltonians, which arise in quantum field theory and in models in the theory of solid bodies. The book provides an introduction of sorts to a series of new methods and problems in mathematical physics.
| ISBN: | 9780821841044 |
| Publication date: | 30th July 1991 |
| Author: | American Mathematical Society |
| Publisher: | American Mathematical Society |
| Format: | Hardback |
| Series: | Advances in Soviet Mathematics |
| Genres: |
Probability and statistics Calculus and mathematical analysis |
This collection deals with several different topics related to the construction and spectral analysis of Hamiltonians of various systems arising in mathematical physics. Included are a study of the disposition and character of resonances for certain operators, with applications to solid body physics; a survey of work in the perturbation of Hamiltonians in fermion systems; an examination of the construction of the Hamiltonian for three different pointwise interacting quantum particles; and a study of the lower branches of the Hamiltonian of the lattice model for chromodynamics.
Many-Particle Hamiltonians features in the following genres: Probability and statistics, Calculus and mathematical analysis
Hardback. Not Available.
Many-Particle Hamiltonians was written by American Mathematical Society and published by American Mathematical Society
Yes it is part of Advances in Soviet Mathematics series