Pages that link to "Item:Q1012562"

The following pages link to Central units in blocks and the odd \(Z_p^*\)-theorem. (Q1012562):

Displaying 7 items.

• Special primitive pairs in finite groups. (Q636743) (← links)
• Units of \(p\)-power order in principal \(p\)-blocks of \(p\)-constrained groups (Q738905) (← links)
• The Grothendieck group of a finite group which is a split extension by a nilpotent group (Q799770) (← links)
• The \(Z_ p^*\)-theorem and units in blocks (Q919092) (← links)
• Central units in p-adic group rings (Q1099230) (← links)
• Strong fusion control and stable equivalences. (Q2450098) (← links)
• Blocks of central 𝑝-group extensions (Q4819708) (← links)