Reversible cyclic codes over ${\mathbb{F}}_q+u{\mathbb{F}}_q$

Om Prakash, Shikha Patel, Shikha Yadav

Let $q$ be a power of a prime $p$. In this paper, we study reversible cyclic codes of arbitrary length over the ring $R={\mathbb{F}}_q+u{\mathbb{F}}_q$, where $u^2=0modq$. Firs…