On Equations with Universal Invariance
Dan Radu Grigore
TL;DR
This paper discusses equations with universal invariance for scalar fields within the Lagrangian framework, providing a general theoretical analysis of their properties and implications.
Contribution
It introduces a general theoretical framework for equations with universal invariance in scalar field theories, expanding understanding of their structure and invariance properties.
Findings
Identifies conditions for universal invariance in scalar field equations
Provides a general Lagrangian-based approach to analyze invariance
Lays groundwork for further exploration of invariant scalar field equations
Abstract
A general discussion of equations with universal invariance for a scalar field is provided in the framework of Lagrangian theory of first-order systems.
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Taxonomy
TopicsGas Dynamics and Kinetic Theory · Cosmology and Gravitation Theories · Numerical methods for differential equations