Pages that link to "Item:Q2447672"

The following pages link to On the number of conjugacy classes of \(\pi\)-elements in finite groups. (Q2447672):

Displaying 11 items.

• Conjugacy classes of \(p\)-elements and normal \(p\)-complements (Q827434) (← links)
• Hall \(\pi\)-subgroups and conjugacy classes (Q915854) (← links)
• On the number of Hall \(\pi\)-subgroups in a finite group (Q1061839) (← links)
• On the number of conjugacy classes of \(\pi\)-elements in a finite group (Q1271026) (← links)
• Conjugacy class numbers and \(\pi \)-subgroups (Q2057574) (← links)
• On the coincidence of the classes of finite groups \(E_{\pi_x}\) and \(D_{\pi_x} \) (Q2221960) (← links)
• Variations of Landau's theorem for \(p\)-regular and \(p\)-singular conjugacy classes. (Q2630143) (← links)
• On the number of conjugacy classes of π-elements in a finite group (Q3029182) (← links)
• Conjugacy classes of \(\pi \)-elements and nilpotent/abelian Hall \(\pi \)-subgroups (Q6045499) (← links)
• Finite groups with many \(p\)-regular conjugacy classes (Q6187325) (← links)
• On the commuting probability of \(\pi\)-elements in finite groups (Q6615862) (← links)