On analysis in differential algebras and modules
Victor Zharinov
TL;DR
This paper introduces mathematical methods of differential algebras and modules, tailored for applications in mathematical and theoretical physics, providing foundational techniques for analyzing complex physical systems.
Contribution
It offers an accessible introduction to differential algebra and modules, emphasizing their relevance and application in physics-related mathematical problems.
Findings
Provides foundational techniques for differential algebra analysis.
Connects mathematical methods to physics applications.
Serves as an educational resource for researchers in mathematical physics.
Abstract
A short introduction to the mathematical methods and technics of differential algebras and modules adapted to the problems of mathematical and theoretical physics is presented.
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