Abstract
AbstractIn this article we present the L2-section, a tool used to represent a hypergraph in terms of an “advanced graph” and results leading to first algorithm, in O(nm), for a bounded-rank, bounded-degree hypergraph H, which factorizes H in prime factors. The paper puts a premium on the characterization of the prime factors of a hypergraph, by exploiting isomorphisms between the layers in the 2-section, as returned by a standard graph factorization algorithm, such as the one designed by Imrich and Peterin.
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