GROUP ALGEBRA CODES DEFINED OVER EXTRA SPECIAL p-GROUP OF ORDER
Idempotents in the group algebra defined over an extra special p-group of order provide useful information to determine the minimum distance for this family of group algebra code. Our primary task is to identify all such idempotents and thus construct a family of MDS group algebra code by choosing a suitable set consisting of certain idempotents in order to maximize the minimum distance.
group algebra, code, idempotent, extra special, minimum distance.