Abstract
In this paper, we present several relations among the Kronecker product, the line digraph operation, and isomorphic factorization. Using these relations, it is shown that a de Bruijn digraph B(d k,D) has an isomorphic factorization into B(d,kD). Then, we generalize this result to extended de Bruijn digraphs (the Kronecker product of de Bruijn digraphs).
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