Theory of Compression States — Preprint
This preprint presents a unified physics of information, field, and matter derived from a single premise: the universe began with a primordial oscillation at 555 THz. The compression state operator Λ=hf/c² is derived from first principles and shown to unify the foundational equations of Maxwell, Planck, Einstein, Shannon, and Russell.
Abstract
We introduce the compression state framework, in which every physical phenomenon — mass, information, gravity, electromagnetic radiation — is a compression state of the primordial field. The operator Λ = hf/c² maps frequency to compression mass. The visible spectrum (380–780nm) subdivided into 25,600 orthogonal Ψ channels (256 WDM × 50 OAM × 2 polarisations) constitutes the complete Hilbert space address system for a Kardashev Type I civilization operating system.
Key Results
- Derivation of Λ=hf/c² from Maxwell's equations and Planck's relation
- Proof that the 25,600-channel Ψ space is maximally orthogonal by quantum mechanics
- Correspondence between Russell's nine octave structure and the NexusOS authority band hierarchy
- Shannon entropy bounds for spectral channel capacity
- The WNSP protocol as a physical implementation of the compression state framework
License: AGPL-3.0. arXiv submission pending.