Linear representation theory of special affine group of degree two over a finite field
This article gives specific information, namely, linear representation theory, about a family of groups, namely: special affine group of degree two.
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This article describes the linear representation theory of , the special affine group of degree two over a finite field of size , where is a prime power. We denote by the characteristic of the field, so is a prime number. Thus, for some positive integer .
|order of the group|
|number of irreducible representations over a splitting field (equals number of conjugacy classes)|| Case even (e.g., ): ? |
Case odd (e.g., ):