S. Mondal

activity

20242026

collaborators

4 papers

math.OA2026

Failure of noncommutative Rota's theorem with $L lo g L$ endpoint

Hiranmoy Ghorui, Suman Mondal, Samya Kumar Ray

We construct a factorizable Markov map $T$ on a hyperfinite finite von Neumann algebra and a positive element $x \in L lo g L$ for which the sequence $T^{n} (T^{*})^{n} x$ does not converge…

math.NT2025

Scattered Behavior Using Modified Cyclotomic Mapping Over Finite Fields Of Odd Characteristic

Suman Mondal

Introduced by Sheekey in 2016, the study of scattered polynomials over a finite field $F_{q^{n}}$ has been increasing regarding the classification of those that are exceptio…

cond-mat.mtrl-sci2025

A Robust Machine Learned Interatomic Potential for Nb: Collision Cascade Simulations with accurate Defect Configurations

Utkarsh Bhardwaj, Vinayak Mishra, Suman Mondal +1

Niobium (Nb) and its alloys are extensively used in various technological applications owing to their favorable mechanical, thermal and irradiation properties. Accurately modeling…

math.NT2024

Idempotents of $Z_{n}$

Suman Mondal, Dhiren Kumar Basnet

We know that if there are $k$ distinct prime factors of $n \in N$ , then the ring $Z_{n}$ of integers modulo $n$ has exactly $2^{k}$ idempotent elements. In this artic…

Failure of noncommutative Rota's theorem with LlogL endpoint

Scattered Behavior Using Modified Cyclotomic Mapping Over Finite Fields Of Odd Characteristic

A Robust Machine Learned Interatomic Potential for Nb: Collision Cascade Simulations with accurate Defect Configurations

Idempotents of Zn​

Failure of noncommutative Rota's theorem with $L lo g L$ endpoint

Idempotents of $Z_{n}$