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Solvable Groups and Modular Representation Theory - MaRDI portal

Solvable Groups and Modular Representation Theory

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Publication:3290743

DOI10.2307/1993841zbMath0105.25603OpenAlexW4251190158MaRDI QIDQ3290743

Paul Fong

Publication date: 1962

Full work available at URL: https://doi.org/10.2307/1993841




Related Items (30)

A remark on the Jacobson radical of a block ideal in a finite p-solvable groupOn p-radical groupsCliques of irreducible representations of \(p\)-solvable groups and a theorem analogous to Alperin's conjectureA characterization of \(p\)-radical groupsCharacters of \(\pi\)-separable groupsOn Induced Projective Indecomposable ModulesCharacter heights and \(p\)-length in blocks of \(p\)-solvable groups.On the projectives of a group algebraOn irreducible representations of \(p\)-soluble groups in characteristic \(p\)On the number of characters in a p-block of a p-solvable groupKernels, inflations, evaluations, and imprimitivity of Mackey functorsExtensions of Group Representations Over Fields of Prime CharacteristicInduction of irreducible modules from normal subgroupsA remark on blocks with dihedral defect groups in solvable groupsDefect groups and character heights in blocks of solvable groupsBlocks, character values, and centralizers of elements in solvable groupsFong characters and normal subgroups of \(\pi\)-separable groupsPrincipal blocks and p-radical groupsOn a theorem of FongFully group graded algebras and a theorem of Fong.Die Struktur modularer Gruppenringe endlicher Gruppen der p-Länge 1Lifting induction theoremsVarieties for cohomology with twisted coefficientsOn the Jacobson radical of a block ideal in a finite p-solvable group for \(p\geq 5\)Real \(2\)-regular classes and \(2\)-blocksDefect groups and character heights in blocks of solvable groups. IIOn lower bounds for the radical of a block ideal in a finite p-solvable groupOn stable orthogonal decompositions of idempotentsCartan matrices for blocks of finite p-solvable groups with two simple modulesFong characters in \(\pi\)-separable groups



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