Group Theory
Group theory is a fundamental branch of mathematics focused on the study of algebraic structures known as groups, which describe symmetry, operations, and transformations. This subject includes both introductory and advanced works that explore the abstract principles and applications of group theory—from permutation groups to matrix groups and symmetry in geometry and physics.
Select group theory for a targeted exploration of mathematical systems governed by group structures, distinct from general algebra, number theory, or broader mathematics categories. To refine your research or reading further, consider thematic areas like finite or infinite groups, applications in science, or connections to related mathematical disciplines, depending on your specific goals.
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Group Theory in Physics: A Practitioner's Guide
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Hypergroup Theory
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Forty Yrs Algebraic Group, Algebraic Geometry & Represent ..
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Starting Category Theory
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Quipu: Decorated Permutation Representations Finite Groups
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Infinite Group Theory: From the Past to the Future
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Group Theory in Physics: A Practitioner's Guide
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Classical Artinian Rings & Related Top..
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Modular Representation Theory of Finite and P-Adic Groups
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Theory of Group Representation & Appli
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Groups & Vector Spaces for Physic..(V31)
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