Pages that link to "Item:Q927812"

The following pages link to A note on the Green invariants in finite group modular representative theory. (Q927812):

Displaying 13 items.

• Source algebras of blocks, sources of simple modules, and a conjecture of Feit. (Q441399) (← links)
• On a theorem of Barker-Puig that refines Alperin's weight conjecture for blocks in \(p\)-solvable finite groups via Clifford theory. (Q606390) (← links)
• Components of induced modules (Q798419) (← links)
• Explicit and canonical Dress induction. (Q813320) (← links)
• A variant of a theorem of J. A. Green (Q1084498) (← links)
• The Green ring and modular representations of finite groups of Lie type (Q1824693) (← links)
• Vertices, sources and Green correspondents of the simple modules for the large Mathieu groups. (Q2267447) (← links)
• Vertices of Lie modules. (Q2349335) (← links)
• The Green correspondence and ordinary induction of blocks in finite group modular representation theory. (Q2389199) (← links)
• (Q3441165) (← links)
• Generalized Green Functions and Unipotent Classes for Finite Reductive Groups, I (Q3442449) (← links)
• GREEN'S EQUIVALENCES OF BIRGET-RHODES EXPANSIONS OF FINITE GROUPS (Q5476535) (← links)
• Finite group modular field extensions, Green theory and absolutely indecomposable and simple modules (Q6551369) (← links)