S. Mandal

collaborators

3 papers

math.QA2025

Bernstein-type inequalities for quantum algebras

Sanu Bera, Ashish Gupta, Sugata Mandal +1

We establish Bernstein-type inequalities for the quantum algebras $K_{n, I^}^{P, Q} (K)$ introduced by K. L. Horton that include the graded quantum Weyl algebra, the quantum…

math.RT2024

Simple modules over 3-cyclic quantum Weyl Algebra at roots of unity

Sanu Bera, Sugata Mandal, Snehashis Mukherjee +1

This article undertakes an exploration of simple modules of 3-cyclic quantum Weyl algebra at roots of unity. Under the roots of unity assumption, the algebra becomes a Polynomial I…

math.RT2024

Linear Algebra and Galois Theory

Ashish Gupta, Sugata Mandal

In \cite{GQ2008} R. Gow and R. Quinlan have cast a new look on the endomorphism algebra of a $K$ -vector space $V$ of dimension $n$ assuming that $K$ has a Galois extension $L$ of d…