The weight distribution of a family of p-ary cyclic codes.

Let p be an odd prime, and m and k be two positive integers with m/gcd(m,k) being odd. This paper determines the weight distribution of a family of p-ary cyclic codes over F_p whose duals have three zeros α^-2, α^-(p{2k+1) and α^-(p4k+1), where α is a primitive element of F_pm. [ABSTRACT FROM AUTHOR]