Pages that link to "Number of conjugacy classes in projective general linear group of fixed degree over a finite field is PORC function of field size"
The following pages link to Number of conjugacy classes in projective general linear group of fixed degree over a finite field is PORC function of field size:
View (previous 50 | next 50) (20 | 50 | 100 | 250 | 500)- Element structure of symmetric group:S4 (← links)
- Element structure of symmetric group:S5 (← links)
- Element structure of projective general linear group of degree two over a finite field (← links)
- Number of conjugacy classes in general linear group of fixed degree over a finite field is polynomial function of field size (← links)
- Number of conjugacy classes in special linear group of fixed degree over a finite field is PORC function of field size (← links)
- Element structure of projective general linear group of degree three over a finite field (← links)
- Number of conjugacy classes in projective special linear group of fixed degree over a finite field is PORC function of field size (← links)
- Element structure of projective general linear group of degree four over a finite field (← links)
- Number of conjugacy classes in symplectic group of fixed degree over a finite field is PORC function of field size (← links)
- Number of conjugacy classes in projective symplectic group of fixed degree over a finite field is PORC function of field size (← links)
- Number of conjugacy classes in unitriangular matrix group of fixed degree over a finite field is polynomial function of field size (← links)
