1987•International Journal of Mathematics and Mathematical SciencesOpen access

Some general classes of comatching graphs

Edward J. Farrell, Shanaz Wahid

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Abstract

Some sufficient conditions are given for two graphs to have the same matching polynomial (comatching graphs). Several general classes of comatching graphs are given. Also, techniques are discussed for extending certain pairs of comatching graphs to larger pairs of comatching graphs.

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Some sufficient conditions are given for two graphs to have the same matching polynomial (comatching graphs). Several general classes of comatching graphs are given. Also, techniques are discussed for extending certain pairs of comatching graphs to larger pairs of comatching graphs.

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Available abstract

Some sufficient conditions are given for two graphs to have the same matching polynomial (comatching graphs). Several general classes of comatching graphs are given. Also, techniques are discussed for extending certain pairs of comatching graphs to larger pairs of comatching graphs.

Key concepts: Mathematics, Indifference graph, Chordal graph, Combinatorics, Cograph, Pathwidth, 1-planar graph, Maximal independent set

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