K. Bhaskara

activity

20222025

most citedComparing invariants of toric ideals of bipartite graphs

10 citations · 10 across the 4 of their papers we have counts for

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math.AC2025

The $h$ -vectors of toric ideals of odd cycle compositions revisited

Kieran Bhaskara, Adam Van Tuyl, Sasha Zotine

Let $G$ be a graph consisting of $s$ odd cycles that all share a common vertex. Bhaskara, Higashitani, and Shibu Deepthi recently computed the $h$ -polynomial for the quotient ring…

math.AC2023

$h$ -vectors of edge rings of odd-cycle compositions

Kieran Bhaskara, Akihiro Higashitani, Nayana Shibu Deepthi

Let $K [G]$ be the edge ring of a finite simple graph $G$ . Investigating properties of the $h$ -vector of $K [G]$ is of great interest in combinatorial commutative a…

math.AC2023★ 10 cited

Comparing invariants of toric ideals of bipartite graphs

Kieran Bhaskara, Adam Van Tuyl

Let $G$ be a finite simple graph and let $I_{G}$ denote its associated toric ideal in the polynomial ring $R$ . For each integer $n \geq 2$ , we completely determine all the possible va…

math.AC2022

Hadamard Products and Binomial Ideals

Büşra Atar, Kieran Bhaskara, Adrian Cook +6

We study the Hadamard product of two varieties $V$ and $W$ , with particular attention to the situation when one or both of $V$ and $W$ is a binomial variety. The main result of thi…

The h-vectors of toric ideals of odd cycle compositions revisited

h-vectors of edge rings of odd-cycle compositions

Comparing invariants of toric ideals of bipartite graphs

Hadamard Products and Binomial Ideals

The $h$ -vectors of toric ideals of odd cycle compositions revisited

$h$ -vectors of edge rings of odd-cycle compositions