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Pure Mathematics

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Pure Mathematics

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Research Frontiers in Representation Theory of Finite Groups

Classification and analysis of linear representations of finite groups and their decomposition properties.

Modular Representations and Defect Theory in Positive Characteristic
Categorical Structures Underlying Derived Equivalences of Group Algebras
Hochschild Cohomology and Deformation Theory of Finite Groups
Fusion Categories from Representation-Theoretic Data
Homological Stability in Families of Symmetric Groups
Character Theory Beyond Classical Invariants and Orthogonality
Block Decomposition and Splendid Derived Equivalences
Tensor Product Multiplicities and Saturation Phenomena
Representation Stability in Sequences of Finite Groups
Invariant Theory and Rational Cherednik Algebras Interaction

All Pure Mathematics PhD categories