Paromita Bordoloi

collaborators

2 papers

math.AC2026

The Mendez-Pinto-Villarreal Conjecture for some classes of monomial ideals

Paromita Bordoloi, Kanoy Kumar Das, Rajiv Kumar

Characterizing when the symbolic and ordinary powers of an ideal coincide is a central problem in commutative algebra, and ideals satisfying this property are called Simis ideals.…

math.AC2025

Support-2 monomial ideals that are Simis

Paromita Bordoloi, Kanoy Kumar Das, Rajiv Kumar

A monomial ideal $I \subseteq K [x_{1}, \dots, x_{n}]$ is called a Simis ideal if $I^{(s)} = I^{s}$ for all $s \geq 1$ , where $I^{(s)}$ denotes the $s$ -th symbolic power of $I$ . Let…