K. Vinayak

collaborators

2 papers

math.CO2025

Total $2$ -cut complexes of powers of cycle graphs and Cartesian products of certain graphs

Pratiksha Chauhan, Samir Shukla, Kumar Vinayak

For a positive integer $k$ , the \emph{ total $k$ -cut complex} of a graph $G$ , denoted as $I^_{k}^{t} (G)$ , is the simplicial complex whose facets are $I ¨ \subseteq V (G)$ such that $|Ï|…

math.CO2025

Shellability of $3$ -Cut Complexes of Squared Cycle Graphs

Pratiksha Chauhan, Samir Shukla, Kumar Vinayak

For a positive integer $k$ , the $k$ -cut complex of a graph $G$ is the simplicial complex whose facets are the $(∣ V (G) ∣ - k)$ -subsets $I ¨ $ of the vertex set $V (G)$ of $G$ such that th…

Total 2-cut complexes of powers of cycle graphs and Cartesian products of certain graphs

Shellability of 3-Cut Complexes of Squared Cycle Graphs

Total $2$ -cut complexes of powers of cycle graphs and Cartesian products of certain graphs

Shellability of $3$ -Cut Complexes of Squared Cycle Graphs