Exploring Light as a Prototype of Perfect Energy Systems

The full PDF is now available and viewable directly under the Files tab. Disclaimer: A language model was used to help condense and format this PDF. The ideas and content are my own. This work presents a theoretical framework proposing that light is not only a solution to Maxwell’s equations but the first example of a broader, fundamental class of physical systems: perfect energy systems. These are defined by three key properties, zero energy loss, no entropy change, and self-sustaining oscillation, all of which light demonstrably satisfies in a vacuum. The paper introduces a general mathematical form for such systems and connects it to electromagnetic theory, thermodynamics, and quantum field behavior. It further argues that light’s existence proves this class is physically realizable, and therefore potentially populated by other, yet undiscovered systems. The theory is intended as a conceptual foundation for further inquiry, modeling, and experimental search.Note: This is a self-taught conceptual exploration, not a peer-reviewed theory. I’m sharing it to spark discussion and refine the idea