On irregularities in the graph of generalized divisor functions
Gergely Zábrádi (2003)
Acta Arithmetica
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Displaying similar documents to “Characterizing which Powers of Hypercubes and Folded Hyper- cubes Are Divisor Graphs”
On irregularities in the graph of generalized divisor functions
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A graph G is said to be H-saturated if G is H-free i.e., (G has no subgraph isomorphic to H) and adding any new edge to G creates a copy of H in G. In 1986 L. Kászonyi and Zs. Tuza considered the following problem: for given m and n find the minimum size sat(n;Pₘ) of Pₘ-saturated graph of order n. They gave the number sat(n;Pₘ) for n big enough. We deal with similar problem for bipartite graphs.