2018•WORLD SCIENTIFIC eBooksRequires access

Group Theory for Physicists

Zhong-Qi Ma

Open publisher page 54 citations

Abstract

A Review of Linear Algebras Group and Its Subsets Theory of Linear Representations of Groups Three-Dimensional Rotation Groups Symmetry of Crystals Permutation Groups Lie Groups and Lie Algebras Unitary Groups Real Orthogonal Groups The Symplectic Groups.

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A Review of Linear Algebras Group and Its Subsets Theory of Linear Representations of Groups Three-Dimensional Rotation Groups Symmetry of Crystals Permutation Groups Lie Groups and Lie Algebras Unitary Groups Real Orthogonal Groups The Symplectic Groups.

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OpenAlex reports 54 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

A Review of Linear Algebras Group and Its Subsets Theory of Linear Representations of Groups Three-Dimensional Rotation Groups Symmetry of Crystals Permutation Groups Lie Groups and Lie Algebras Unitary Groups Real Orthogonal Groups The Symplectic Groups.

Key concepts: Classical group, Unitary state, Group (periodic table), Group theory, Mathematics, Symplectic geometry, Unitary group, Permutation group

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Group Theory for Physicists — Research Paper | ScholarLens