activity
20182021
collaborators

7 papers

nlin.SI2021

A revisit of symmetry analysis and group classifications of Boiti Leon Pempinelli system in (2+1)-dimensions

Manjit Singh

In this paper, the Boiti Leon Pempinelli system in (2+1)-dimensions is revisited for Lie symmetries and invariant solutions. An infinite-dimensional Lie algebra is obtained using t…

math.AP2021

Group invariant solutions and Conservation laws of the nonlinear Gardner-Kawahara equation

Sradharam Swain, Bikash Sahoo, Manjit Singh

The present article studies the potential form of the nonlinear Gardner-Kawahara equation through the perspective of Lie symmetry analysis. Lie symmetry analysis was used to invest…

nlin.SI2020

Infinite dimensional symmetry group, Kac-Moody-Virasoro algebras and integrability of Kac-Wakimoto equation

Manjit Singh

An eighth-order equation in (3+1)-dimension is studied for its integrability. Its symmetry group is shown to be infinite-dimensional and is checked for Virasoro like structure. The…

math.CO2018

Explicit factorization of over a finite field

Manjit Singh

Let be a finite field of odd characteristic containing elements and integer . In this paper, the explicit factorization of over $\mathbb{F}_…

math.NT2018

Some subgroups of a finite field and their applications for obtaining explicit factors

Manjit Singh

Let denote the group of all square elements in the multiplicative group of a finite field of odd characteristic containing eleme…

math.CO2018

Weight distributions of all irreducible -constacyclic codes of length

Manjit Singh

Let be a finite field of order and integer . Let be a prime such that for some integer and be an element of order $\el…