Powers of binomial edge ideals with quadratic Gr\"obner bases
Viviana Ene, Giancarlo Rinaldo, Naoki Terai
TL;DR
This paper investigates the algebraic properties of powers of binomial edge ideals linked to closed and block graphs, focusing on their structure and computational aspects.
Contribution
It introduces new insights into the powers of binomial edge ideals for specific graph classes, expanding understanding of their algebraic behavior.
Findings
Analysis of powers of binomial edge ideals for closed graphs
Results on quadratic Gröbner bases for these ideals
Characterization of algebraic properties for block graphs
Abstract
We study powers of binomial edge ideals associated with closed and block graphs.
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