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This article discusses the element structure of alternating group:A8 ... ! Family name !! Parameter values !! General discussion of element ... ...

This article discusses the element structure of the general linear ... There is a total of (q^3 - 1)(q^3 - q)(q^3 - q^2) = q^3(q - 1)^3(q ... ...

This article gives formulas for the number of conjugacy classes as ... ==For a finite field of size q== In the formulas below, the field size ... ...

Then, there exists a polynomial function f of degree n such that, for any ... Below, we list some general observations about the polynomial in q ... ...

This article describes the linear representation theory of the general ... See also the linear representation theories of: special linear group ... ...

This group is defined in the following equivalent ways: # It is the member of family::alternating group of degree eight, i ... ...

For a field k, the projective general linear group of degree two PGL ... In other words, it is the inner automorphism group of the general ... ...

This article describes the element structure of the special linear ... We take q as the number of elements in the field and p as the underlying ... ...

This article describes the element structure of projective special ... | order of the whole group (total number of elements) || 168 ... ...

The special linear group SL(2,3) is defined in the following equivalent ... * It is the of degree two over a field of three elements. In other ... ...

This article describes the element structure of the specific information ... * Element structure of projective general linear group of degree two ... ...

This article discusses the subgroup structure of the general linear ... # The trivial group. (1) # The center, which is a two-element subgroup ... ...

The number of conjugacy classes in a group is defined as the number ... This number is also sometimes termed the class number of the group. ... ...

This article gives the element structure of the general linear group ... 2,7) || 2016 || 48 || element structure of general linear group:GL(2,7) ... ...

This article describes the element structure of the special linear ... We take q as the number of elements in the field and p as the underlying ... ...

We consider the group SL(2,q) over the field \mathbb{F}_q of q elements ... - 1 or \ell \mid q + 1. Further, if \ell \ne 2, exactly one of these cases ... ...

Normality is one of the more frequently encoutered group properties ... ===Normal subgroups by order and index for some groups of small order=== ... ...

The automorphism group of a group is defined as a group whose elements ... The automorphism group of a group G, denoted \operatorname{Aut}(G ... ...

Note that the case p = 2, where the group becomes dihedral group:D8 ... ===As a group of matrices=== Given a prime p, the group UT(3,p) is ... ...

This article discusses symmetric group:S3, the symmetric group of ... !Element !! ()!! (1, 2) !! (2, 3) !! (1, 3) !! (1, 2, 3) !! (1, 3, 2) ... ...