Suman Majhi

collaborators

2 papers

math-ph2025

From $n$ -Leibniz algebras and linear $n$ -racks to the solutions of the (higher analogue of) Yang-Baxter equation

Apurba Das, Suman Majhi

In this paper, we first demonstrate that a finite-dimensional $n$ -Leibniz algebra naturally gives rise to an $n$ -rack structure on the underlying vector space. Given any $n$ -Leibni…

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…

From n-Leibniz algebras and linear n-racks to the solutions of the (higher analogue of) Yang-Baxter equation

Deformation maps in proto-twilled Leibniz algebras

From $n$ -Leibniz algebras and linear $n$ -racks to the solutions of the (higher analogue of) Yang-Baxter equation