Pages that link to "Item:Q2372379"
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The following pages link to Ordinary induction from a subgroup and finite group block theory. (Q2372379):
Displaying 5 items.
- On a theorem of Barker-Puig that refines Alperin's weight conjecture for blocks in \(p\)-solvable finite groups via Clifford theory. (Q606390) (← links)
- Brauer-friendly modules and slash functors. (Q2249256) (← links)
- The Green correspondence and ordinary induction of blocks in finite group modular representation theory. (Q2389199) (← links)
- Strong fusion control and stable equivalences. (Q2450098) (← links)
- (Q4119381) (← links)