Lie Theory and Its Applications in Physi

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There is an apparent trend towards geometrization of physical theories. During the last 20 years, the most successful mathematical models for the description and understanding of physical systems have been based on the Lie theory in its widest sense…

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    Om Lie Theory and Its Applications in Physi

    There is an apparent trend towards geometrization of physical theories. During the last 20 years, the most successful mathematical models for the description and understanding of physical systems have been based on the Lie theory in its widest sense and various generalizations, for example, deformations of it.This proceedings volume reflects part of the development. On the mathematical side, they report on representations of Lie algebras, quantization procedures, non-commutative geometry, quantum groups, etc. Furthermore, possible physical applications of these techniques are discussed (e.g. quantization of classical systems, derivations of evolution equations, discrete and deformed physical systems).This volume complements the book Generalized Symmetries in Physics, published by World Scientific in 1994.Contents: Representation Theory and Quantization MethodsNoncommutative Geometry, Quantum Algebras and Applications to Relativistic and Nonrelativistic SystemsSpecial Applications to Physical Systems and Their Generalized ModelsRepresentation Theory and Quantization MethodsReadership: Mathematicians and physicists.Key Features:It is an invaluable collection that contains surveys of recent developments in the field of mathematical physicsIt covers all important areas of mathematical physicsContributions by the best in the field, for example, Freeman Dyson, Barry Simon, Klaus Hepp, etc.

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    Spesifikasjoner

    Format
    E-Bok
    Filformat
    PDF
    Utgivelsesår
    1996
    Forlag
    World Scientific Publishing Co
    Språk
    Engelsk
    ISBN
    9789814530453
    Sider
    284

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