%0 Journal Article %T (F_p^m(F_p^m+uF_p^m)-Additive skew cyclic codes of length 2p^s %J Journal of Advanced Mathematical Modeling %I Shahid Chamran University of Ahvaz %Z 2251-8088 %A bagheri, Saeid %A Mohammadi Hesari, Roghayeh %A Rezaei, Hamed %A Rezaei, Rashid %A Samei, Karim %D 2021 %\ 12/22/2021 %V 11 %N 4 %P 626-638 %! (F_p^m(F_p^m+uF_p^m)-Additive skew cyclic codes of length 2p^s %K Chain rings %K Additive skew cyclic codes %K Gray map %R 10.22055/jamm.2021.36684.1900 %X Let p be a prime number and R_2 be the ring F_p^m + uF_p^m, where u^2 = 0. In this paper, we study the algebraic structure of F_p^m R_2-additive skew cyclic codes of length 2p^s and we determine a set of generator polynomials for this family of codes. These codes will be classified into seven distinct types of submodules. Finally, using a Gray map, we present some examples of F_p^m R_2-additive skew cyclic codes of length 2p^s. %U https://jamm.scu.ac.ir/article_17149_bff453736c0d39ed307eef2da1015813.pdf