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Evarestov, Robert A.
1997
Table of Contents:
“...1. Introduction -- 2. Finite Groups and Their Representations -- 2.1 Elements of Group Theory -- 2.2 Elements of Group Representation Theory -- 2.3 Generation of Representations -- 3. Symmetry Groups and Their Representations -- 3.1 The Euclidean Group...”1997
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Fannes, Mark
1994
Table of Contents:
“..., random maps and random walks -- Quantum adiabatic evolution -- Semi-classical inelastic S-matrix for one-dimensional N-states systems -- Gibbsian versus non-Gibbsian measures: some results and some questions in renormalization group theory and stochastic...”1994
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Evarestov, Robert A.
1993
Table of Contents:
“...1. Introduction -- 2. Finite Groups and Their Representations -- 2.1 Elements of Group Theory -- 2.2 Elements of Group Representation Theory -- 2.3 Generation of Representations -- 3. Symmetry Groups and Their Representations -- 3.1 The Euclidean Group...”1993
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Inui, Teturo
1990
Table of Contents:
“...1. Symmetry and the Role of Group Theory -- 1.1 Arrangement of the Book -- 2. Groups -- 2.1 Definition of a Group -- 2.1.1 Multiplication Tables -- 2.1.2 Generating Elements -- 2.1.3 Commutative Groups -- 2.2 Covering Operations of Regular Polygons...”1990
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Starzak, Michael E.
1989
Table of Contents:
“... and Direct Products -- to Group Theory....”1989
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Table of Contents:
“.... Curved Space and Parallel Transport of Vectors -- B.1 Parallel Transport of Vectors -- B.2 The Covariant Derivative -- B.3 The Curvature -- B.4 The Torsion -- B.5 Mapping from Curved Space to Flat Space -- D. Some Aspects of Group Theory -- D.1 Group Morphisms...”
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Lannoo, Michel
1981
Table of Contents:
“...Content -- 1. Atomic Configuration of Point Defects -- 1.1 Definition of Point Defects -- 1.2 Geometrical Configuration of Point Defects -- 1.3 Lattice Distortion and Relaxation -- 1.4 Defect Symmetry and Group Theory -- 1.5 Experimental Determination...”1981
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