Linear representation theory of maximal unipotent subgroup of symplectic group over a finite field

More information about this family

 * Element structure of maximal unipotent subgroup of symplectic group over a finite field

Similar families

 * Linear representation theory of unitriangular matrix group over a finite field

Listing of degrees
We denote the field size by $$q$$ and the underlying prime by $$p$$. Let $$r = \log_p q$$.

First we consider the case where $$p \ne 2$$, so $$q$$ is odd.

Partial sum values of squares of degrees
First we consider the case where $$p \ne 2$$, so $$q$$ is odd.