Some results on linear codes over F p + uF p + u 2 F p
Jian Gao · 2015
Linear codes are considered over the ring R = F p + uF p + u 2 F p, where p is an odd prime and u 3 = u. Gray map and MacWilliams identity of linear codes are given. Some structural properties of linear codes are studied. Moreover, the cyclic codes and their generators are also considered.