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The problem of embedding graphs into other graphs is much studied in the graph theory. In fact, much effort has been devoted to determining the conditions under which a graph G is a subgraph of a graph H, having a particular structure. An important class to study is the set of graphs which are embeddable into a hypercube. This importance results from the remarkable properties of the hypercube and its use in several domains, such as: the coding theory, transfer of information, multicriteria rule,...
The problem of embedding graphs into other graphs is much studied in the
graph theory. In fact, much effort has been devoted to determining the
conditions under which a graph G is a subgraph of a graph H, having a
particular structure. An important class to study is the set of graphs which
are embeddable into a hypercube. This importance results from the remarkable
properties of the hypercube and its use in several domains, such as: the
coding theory, transfer of information, multicriteria rule,...
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