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Algebraic Graph Theory: The Matching Polynomial
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Talk by Chris Godsil.
A k-matching in a graph is a matching of size k, and p(X,k) denotes the number of k-matchings in X.
The matching polynomial of a graph is a form of generating function for the sequence p(X,k) where k a non-negative integer.
It is closely related to the characteristic polynomial of a graph. I will discuss some of the many interesting properties of this polynomial and some of the related open problems.
A k-matching in a graph is a matching of size k, and p(X,k) denotes the number of k-matchings in X.
The matching polynomial of a graph is a form of generating function for the sequence p(X,k) where k a non-negative integer.
It is closely related to the characteristic polynomial of a graph. I will discuss some of the many interesting properties of this polynomial and some of the related open problems.
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