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Dihedral Cayley Directed Strongly Regular Graphs, Jose Jonathan Gamez
Dihedral Cayley Directed Strongly Regular Graphs, Jose Jonathan Gamez
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A graph is a directed strongly regular graph (DSRG) if and only if the number of paths of length 2 from x to y is: λ, if there is an edge from x to y; μ, if there is not an edge from x to y (with x not equal to y); and t, if x = y. For every vertex in G, the in-degree and out-degree is k. The number of vertices in G is denoted by v. If G is a group and S a subset of G, then the …