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Minimal Graphs With A Specified Code Map Image, Paul Feit
Minimal Graphs With A Specified Code Map Image, Paul Feit
Theory and Applications of Graphs
Let G be a graph and e1,…en be n distinct vertices. Let ρ be the metric on G. The code map on vertices, corresponding to this list, is c(x)=(ρ (x,e1),…ρ (x,en)). This paper introduces a variation: begin with V ⊆ Ζ^n for some n, and consider assignments of edges E such that the identity function on V is a code map for G=(V,E). Refer to such a set E as a code-match.
An earlier paper classified subsets of V for which at least one code-match exists. We prove …