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Part A: Background Material and Part B: Introduction to Group Representations and Characters
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This book examines the representation theory of the general linear groups, and reveals that there is a close analogy with that of the symmetric groups.
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This book focuses on the representation theory of qSchur algebras.
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The unifying theme of this collection of papers by the very creative Russian mathematician I. M. Gelfand and his coworkers is the representation theory of groups and lattices.
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This book is devoted to the theory of group representations and is intended for a broad audience of researchers and graduate students.
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This is the second edition of the popular textbook on representation theory of finite groups. Featuring a wealth of exercises with solutions, this will be suitable for a course in representation theory. The applications of the subject will add interest for chemists and physicists as well as mathematicians.
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This book is a festschrift in honor of Professor Anthony Gaglione's sixtieth birthday. This volume presents an excellent mix of research and expository articles on various aspects of infinite group theory. The papers give a broad overview of present research in infinite group theory in general, and combinatorial group theory and nonAbelian groupbased cryptography in particular. They also pinpoint the interactions between combinatorial group theory and mathematical logic, especially model theory.
Infinite groups.  Representations of groups.  Group representation (Mathematics)  Groups, Representation theory of  Group theory  Groups, Infinite
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Representations of groups.  Infinite groups  Groups, Infinite  Group theory  Group representation (Mathematics)  Groups, Representation theory of
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Representations of groups  Group theory  Group theory.  Representations of groups.  Group representation (Mathematics)  Groups, Representation theory of  Group theory  Groups, Theory of  Substitutions (Mathematics)  Algebra  Groups, Theory of  Substitutions (Mathematics)  Algebra  Group representation (Mathematics)  Groups, Representation theory of  Group theory
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This third volume can be roughly divided into two parts. The first part is devoted to the investigation of various properties of projective characters. Special attention is drawn to spin representations and their character tables and to various correspondences for projective characters. Among other topics, projective Schur index and projective representations of abelian groups are covered. The last topic is investigated by introducing a symplectic geometry on finite abelian groups. The second part is devoted to Clifford theory for graded algebras and its application to the corresponding theo
Representations of groups.  Group theory.  Groups, Theory of  Substitutions (Mathematics)  Algebra  Group representation (Mathematics)  Groups, Representation theory of  Group theory
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