1 citations · 1 across the 2 of their papers we have counts for
3 papers
math.RA2024
Deformation maps in proto-twilled Leibniz algebras
Apurba Das, Suman Majhi, Ramkrishna Mandal
This paper aims to find a unified approach to studying the cohomology theories of various operators on Leibniz algebras. We first introduce deformation maps in a proto-twilled Leib…
math.RA2024★ 1 cited
Quasi-twilled associative algebras, deformation maps and their governing algebras
Apurba Das, Ramkrishna Mandal
A quasi-twilled associative algebra is an associative algebra whose underlying vector space has a decomposition such that $B \subset \mathbb{…
math.RA2022
Matching relative Rota-Baxter algebras, matching dendriform algebras and their cohomologies
Ramkrishna Mandal, Apurba Das
The notion of matching Rota-Baxter algebras was recently introduced by Gao, Guo and Zhang [{\em J. Algebra} 552 (2020) 134-170] motivated by the study of algebraic renormalization…