Department of Mathematics, Technical University Dresden, 01062 Dresden, Germany
Review
Lie Algebra Techniques Using both Variational and Non-Variational Methods
Author(s): Patrick Serwene*
Numerous variations of physical issues, such as those in fluid dynamics, solid mechanics, plasma physics, quantum field theory, as well as in
mathematics and engineering, include nonlinear partial differential equations. Systems of nonlinear partial differential equations have also been
shown to appear in chemical and biological applications. The analytical analysis of a fully generalised (3+1)-dimensional nonlinear potential Yu-
Toda-Sasa-Fukuyama equation, with applications in physics and engineering, is presented in this article. In contrast to earlier study on the problem
that has already been done, the extended form of the potential Yu-Toda-Sasa-Fukuyama equation is investigated in greater detail in this paper,
leading to the achievement of many novel solutions that are of interest. The nonlinear partial differential equation is fundamentally reduced to an
.. Read More»
DOI:
10.37421/1736-4337.2022.16.349
Spanish 
Chinese 
Russian 
German 
French 
Japanese 
Portuguese 
Hindi 