Aug 19, 2020 · The neighborhood polynomial of a graph is the generating function of subsets of its vertices that have a common neighbor. We introduce a ...
Jul 31, 2021 · The neighborhood polynomial of a graph is the generating function of subsets of its vertices that have a common neighbor. We introduce a ...
May 2, 2022 · We study the neighborhood polynomial and the complexity of its computation for chordal graphs. The neighborhood polynomial of a graph is the ...
May 2, 2022 · We study the neighborhood polynomial and the complexity of its computation for chordal graphs. The neighborhood polynomial of a graph is the ...
Aug 9, 2021 · The neighborhood polynomial of a graph is the generating function of subsets of its vertices that have a common neighbor. We introduce a ...
The neighborhood polynomial of a graph is the generating function of subsets of its vertices that have a common neighbor. We introduce a parameter for chordal ...
The neighborhood polynomial of a graph $G$ is the generating function of subsets of vertices in $G$ that have a common neighbor. In this paper we study the ...
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The neighborhood polynomial of a graph is the generating function of subsets of its vertices that have a common neighbor. We introduce a parameter for chordal ...
The neighborhood polynomial of a graph is the generating function of subsets of its vertices that have a common neighbor. We introduce a parameter for chordal ...
Abstract. We examine neighbourhood polynomials, which are generating functions for the number of faces of each cardinality in the neighbourhood complex.
Missing: Chordal | Show results with:Chordal