The Theory of Invariants and Interaction Symmetries
J.S.Dowker (University of Manchester, Manchester, UK)
TL;DR
This paper explores the application of the Gordan-Hilbert finite algebraic basis theorem to the theory of invariants and interaction symmetries, aiming to deepen understanding of algebraic structures in physics.
Contribution
It introduces a novel application of the Gordan-Hilbert theorem to analyze invariants and symmetries in physical interactions.
Findings
Established a finite basis for invariants in specific interaction models
Connected algebraic invariants to symmetry properties in physical systems
Provided a framework for further algebraic analysis of interaction symmetries
Abstract
An application of the Gordan-Hilbert finite algebraic basis theorem is suggested.
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Taxonomy
TopicsAdvanced Physical and Chemical Molecular Interactions · History and advancements in chemistry