| Description |
1 online resource (ix, 426 pages) : illustrations |
| Contents |
Lie theory -- Field theory -- String theory -- Integrable systems -- Quantum mechanical and probabilistic systems -- Quantum groups and related objects |
| Summary |
This volume is targeted at theoretical physicists, mathematical physicists and mathematicians working on mathematical models for physical systems based on symmetry methods and in the field of Lie theory understood in the widest sense. It includes contributions on Lie theory, with two papers by the famous mathematician Kac (one paper with Bakalov), further papers by Aoki, Moens. Some other important contributions are in: field theory - Todorov, Grosse, Kreimer, Sokatchev, Gomez; string theory - Minwalla, Staudacher, Kostov; integrable systems - Belavin, Helminck, Ragoucy; quantum-mechanical and probabilistic systems - Goldin, Van der Jeugt, Leandre; quantum groups and related objects - Jakobsen, Arnaudon, Andruskiewitsch; and others |
| Bibliography |
Includes bibliographical references |
| Notes |
Print version record |
| Subject |
Lie algebras -- Congresses
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Geometry -- Congresses
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Mathematical physics -- Congresses
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MATHEMATICS -- Algebra -- Linear.
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Geometry
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Lie algebras
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Mathematical physics
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| Genre/Form |
Conference papers and proceedings
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| Form |
Electronic book
|
| Author |
Doebner, H. D. (Heinz Dietrich), 1931-
|
|
Dobrev, V. K
|
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Institut za i︠a︡dreni izsledvanii︠a︡ i i︠a︡drena energetika (Bŭlgarska akademii︠a︡ na naukite)
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Bŭlgarska akademii︠a︡ na naukiti︠e︡
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| ISBN |
9812702563 |
|
9789812702562 |
|
1281898619 |
|
9781281898616 |
|
