Refinements of Dade's projective conjecture for \(p\)-solvable groups
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Publication:504339
DOI10.1016/j.jalgebra.2016.10.047zbMath1406.20014OpenAlexW2561521188WikidataQ122964220 ScholiaQ122964220MaRDI QIDQ504339
Publication date: 16 January 2017
Published in: Journal of Algebra (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1016/j.jalgebra.2016.10.047
Related Items (4)
On the calculation of local invariants of irreducible characters ⋮ Characters, Brauer characters, and local Brauer groups ⋮ Character triple conjecture for \(p\)-solvable groups ⋮ Alternating sums over \(\pi\)-subgroups
Cites Work
- Unnamed Item
- Inverse Glauberman-Isaacs correspondence and subnormal subgroups.
- The strengthened Alperin weight conjecture for \(p\)-solvable groups.
- Endoisomorphisms and character triple isomorphisms
- A reduction theorem for Dade's projective conjecture
- Strengthening the McKay conjecture to include local fields and local Schur indices.
- Conjectures on character degrees for the simple Thompson group.
- Dade's projective conjecture for \(p\)-solvable groups
- On a minimal counterexample to Dade's projective conjecture
- Extensions of nilpotent blocks
- New refinements of the McKay conjecture for arbitrary finite groups
- Endoisomorphisms yield module and character correspondences.
- The strengthened Alperin-McKay conjecture for \(p\)-solvable groups.
- Some refinements of Dade's projective conjecture.
- Above the Glauberman correspondence.
- The McKay conjecture and Galois automorphisms.
- Counting characters in blocks, II.
- ALPERIN'S WEIGHT CONJECTURE AND CHAIN COMPLEXES
- Conjectures on Character Degrees for the Simple Lyons Group
- Correspondences of Characters for Relatively Prime Operator Groups
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