Quantum many-body systems in one dimension
Material type: TextPublication details: Singapore: World Scientific Publications, [c1998]Description: 156 pISBN: 9789810222758LOC classification: QC 174.26.WItem type | Current library | Collection | Shelving location | Call number | Status | Notes | Date due | Barcode | Item holds |
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Book | ICTS | Physics | Rack No 10 | QC 174.26.W (Browse shelf (Opens below)) | Available | Invoice no. IN 1296 ; Date: 31-12-2019 | 02351 |
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QC174.26 Physics of solitons | QC 174.26 Gravitational solitons | QC 174.26 Nonlinear waves, solitons, and chaos | QC 174.26.W Quantum many-body systems in one dimension | QC174.26.W28 Supersymmetric solitons | QC174.26.W28 Hamiltonian methods in the theory of solitons | QC174.26.W28 Relativistic Quantum Mechanics: Wave Equations |
1. Introduction
2. Heisenberg Spin Chain
3. The 1D Hubbard Model
4. Models with Inverse-Square Exchange
5. Strings in Long-Range Interaction Model
6. Elementary Excitations of t-J Model
7. Fractional Statistics in One-Dimension: View From An Exactly Solvable Model
The main theme of the book is the intimate connection between the two families of exactly solvable models: the inverse-square exchange (ISE) and the nearest-neighbor exchange (NNE) models. The latter are better known as the Bethe-Ansatz solvable models and include the Heisenberg spin chain, t–J models and Hubbard models. The former, the Calogero–Sutherland family of models, are simple to solve and contain essentially the same physics as the NNE family. The author introduces and discusses current topics, such as the Luttinger liquid concept, fractional statistics, and spin–charge separation, in the context of the explicit models. --- summary provided by publisher
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