کدهای دوری اریب (F_p^m(F_p^m+uF_p^m-جمعی از طول ۲p^s

Let p be a prime number and R_۲ be the ring F_p^m + uF_p^m, where u^۲ = ۰. In this paper, we study the algebraic structure of F_p^m R_۲-additive skew cyclic codes of length ۲p^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_۲-additive skew cyclic codes of length ۲p^s.

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