Generating Functions of Nestohedra and Applications
Andrew G. Fenn
TL;DR
This paper explores the generating functions of nestohedra derived from complete bipartite graphs, analyzing their combinatorial invariants to deepen understanding of their structural properties.
Contribution
It introduces a generating function approach to study nestohedra from complete bipartite graphs and computes their combinatorial invariants.
Findings
Derived explicit generating functions for these nestohedra
Calculated key combinatorial invariants such as face numbers
Provided new insights into the structure of nestohedra from bipartite graphs
Abstract
We examine the family of nestohedra resulting from the complete bipartite graph through the medium of a generating function and demonstrate some of their combinatorial invariants.
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Taxonomy
TopicsAdvanced Graph Theory Research · Cellular Automata and Applications