CSE 5311 Section 501 Fall 1998
Homework 7
Due: May 6, 1998, in class
SI: Given two graphs, G = (V1, E1) and H = (v2, e2), there is a subgraph of G that is isomorphic to H; that is, a subset V <= V1 and a subset E <= E1 such that |V| = |V2|, |e| = |E2|, and there exists a one-to-one function f: V2 -> V satisfying u, v in E2 if and only if {f(u), f(v) in E.