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Lexicographic Product and Isoperimetric Number
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The isoperimetric number of a graph , denoted by , was introduced by Mohar (1987). A graph and a subset of its vertices are given, and let denote the edge boundary of , the set of edges which connects vertices in to vertices not in . The isoperimetric number of is defined as . In this paper, some results about the isoperimetric number of graphs obtained by graph operations are given.
Title: Lexicographic Product and Isoperimetric Number
Description:
The isoperimetric number of a graph , denoted by , was introduced by Mohar (1987).
A graph and a subset of its vertices are given, and let denote the edge boundary of , the set of edges which connects vertices in to vertices not in .
The isoperimetric number of is defined as .
In this paper, some results about the isoperimetric number of graphs obtained by graph operations are given.
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