activity
20062021
most citedSpacetime symmetries of the Lorentz-violating Maxwell-Chern-Simons model

43 citations · 133 across the 15 of their papers we have counts for

collaborators

15 papers

math-ph2021

Invariant solutions of the supersymmetric version of a two-phase fluid flow system

A. M. Grundland, A. J. Hariton

A supersymmetric extension of the two-phase fluid flow system is formulated. A superalgebra of Lie symmetries of the supersymmetric extension of this system is computed. The classi…

math-ph2019

Invariant solutions of a nonlinear wave equation with a small dissipation obtained via approximate symmetries

Alfred Michel Grundland, Alexander Hariton

In this paper, it is shown how a combination of approximate symmetries of a nonlinear wave equation with small dissipations and singularity analysis provides exact analytic solutio…

math-ph2017★ 9 cited

Supersymmetric formulation of the minimal surface equation: algebraic aspects

A. Michel Grundland, Alexander J. Hariton

In this paper, a supersymmetric extension of the minimal surface equation is formulated. Based on this formulation, a Lie superalgebra of infinitesimal symmetries of this equation…

math-ph2015★ 5 cited

Supersymmetric versions of the equations of conformally parametrized surfaces

Sébastien Bertrand, Alfred Michel Grundland, Alexander Hariton

The objective of this paper is to formulate two distinct supersymmetric (SUSY) extensions of the Gauss-Weingarten and Gauss-Codazzi (GC) equations for conformally parametrized surf…

math-ph2015★ 6 cited

On the Integrability of Supersymmetric Versions of the Structural Equations for Conformally Parametrized Surfaces

Sébastien Bertrand, Alfred M. Grundland, Alexander J. Hariton

The paper presents the bosonic and fermionic supersymmetric extensions of the structural equations describing conformally parametrized surfaces immersed in a Grasmann superspace, b…

math-ph2014

Supersymmetric version of the equations of conformally parametrized surfaces

S Bertrand, A M Grundland, A J Hariton

In this paper, we formulate a supersymmetric extension of the Gauss-Weingarten and Gauss-Codazzi equations for conformally parametrized surfaces immersed in a Grassmann superspace.…