Pages that link to "Item:Q3677930"

The following pages link to On the number of conjugacy classes in finite groups of lie type (Q3677930):

Displaying 17 items.

• Recognising simplicity of black-box groups by constructing involutions and their centralisers. (Q606645) (← links)
• On conjugacy classes of elements of finite order in complex semisimple Lie groups (Q1057995) (← links)
• On the Brauer complex of a finite group of Lie type (Q1188282) (← links)
• The number of regular semisimple elements for Chevalley groups of classical type (Q1210084) (← links)
• Finite fields, root systems, and orbit numbers of Chevalley groups (Q1266432) (← links)
• Semisimple conjugacy classes and classes in the Weyl group. (Q1868746) (← links)
• On the computation of conjugacy classes of Chevalley groups (Q1912711) (← links)
• The number of regular semisimple conjugacy classes in the finite classical groups. (Q2637163) (← links)
• Finding \(p'\)-elements in finite groups of Lie type (Q2759633) (← links)
• Finite groups of Seitz type. (Q2862175) (← links)
• On conjugacy of unipotent elements in finite groups of Lie type (Q3619531) (← links)
• The semisimple conjugacy classes of finite groups of lie type E₆and E₇ (Q4029180) (← links)
• The semisimple conjugacy classes and the generic class number of the finite simple groups of lie type E₈ (Q4290601) (← links)
• On degrees of irreducible Brauer characters (Q4654151) (← links)
• The möbius function of the lattice of closed subsystems of a root system (Q4696702) (← links)
• On the existence of a unipotent support for the irreducible characters of a finite group of Lie type (Q4700136) (← links)
• CHARACTER STACKS ARE PORC COUNT (Q6065362) (← links)