activity
20182023
most citedA note on partial coordinate system in a polynomial ring

2 citations · 4 across the 5 of their papers we have counts for

collaborators

6 papers

math.AC2023

On image ideals of nice and quasi-nice derivations over a UFD

Nikhilesh Dasgupta, Animesh Lahiri

In this paper, for a field of characteristic zero and a finitely generated -algebra , we give a set of generators for the image ideals of irreducible nice and quasi-nice…

math.AC2022

Locally nilpotent derivations on -fibrations with -fibration kernels

Janaki Raman Babu, Prosenjit Das, Animesh Lahiri

In this paper, we give a characterization of locally nilpotent derivations on -fibrations over Noetherian domains containing having kernel isomorphic to…

math.AC2021

Isotropy subgroups of some almost rigid domains

Nikhilesh Dasgupta, Animesh Lahiri

In this paper, we study the isotropy subgroups of some almost rigid domains and give necessary and sufficient conditions for an automorphism to be in the isotropy subgroup.

math.AC2019★ 2 cited

A note on partial coordinate system in a polynomial ring

Animesh Lahiri

J. Berson, J. W. Bikker and A. van den Essen proved that for a non-zerodivisor in a commutative ring containing if the polynomials in $R[X_1,\dots,X…

math.AC2019

On Residual and Stable Coordinates

Amartya Kumar Dutta, Animesh Lahiri

In a recent paper, M. E. Kahoui and M. Ouali have proved that over an algebraically closed field of characteristic zero, residual coordinates in are one-s…

math.AC2018★ 2 cited

On Separable $\A^2$ and $\A^3$-forms

Amartya Kumar Dutta, Neena Gupta, Animesh Lahiri

In this paper, we will prove that any $\A^3$-form over a field of characteristic zero is trivial provided it has a locally nilpotent derivation satisfying certain properties. W…