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Ciclos de Hamilton en redes de paso conmutativo y de paso fijo.

From a natural generalization to Z2 of the concept of congruence, it is possible to define a family of 2-regular digraphs that we call commutative-step networks. Particular examples of such digraphs are the cartesian product of two directed cycles, C1 x Ch, and the fixed-step network (or 2-step circulant digraph) DN,a,b. In this paper the theory of congruences in Z2 is applied to derive...

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