Abstract
We will present in this paper the concept of matrix-product code [C1, C2, ... , Cs]A where C1, C2, ... , Cs are linear codes and matrix A has full rank. The purpose of this paper is to give some properties of these codes that will be useful later, the two main points being the existence of a MacWilliams identity (which is one reason the existence of the phenomenon of duality formal) and the structure of the matrix-product code on ℤpk.
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