Advancing the unification of probability, curvature, and quantum emergence through Entanglement Compression Theory (ECT).
Committed to open access to knowledge – not centralized ownership.
Compression Theory Institute
Research Focus
- Mathematical foundations of entanglement compression
- Derived probability and curvature formation
- Oscillation principle and metric deformation
Open Access Publications
What is Entanglement Compression Theory (ECT)?
Have you ever wondered what the Big Bang really was, not just when it happened, but why it happened at all? Entanglement Compression Theory (ECT) begins with that question and extends it to others that have challenged physics for a century: What is dark matter? What is dark energy? Why do quantum systems appear probabilistic while the universe itself is geometric and causal?
ECT is a unified deterministic framework linking quantum mechanics, general relativity, and cosmology. It identifies the shared physical mechanism beneath all three: the compression of an entangled oscillatory field that gives rise to motion, structure, and spacetime itself. From that process, the universe evolves naturally, not from an explosion but from the continuous self-organization of energy.
Modern physics already hints that spacetime was not the beginning; it was a product of something deeper. ECT defines that deeper mechanism: causation as compression, the way energy folds into geometry and divides into the patterns we call matter and probability. Every structure in the universe, from quantum waves to galaxies, is an expression of that same compression law. See how ECT derives probability from first principles →
Rather than treating probability as a mystery or dark matter as an invisible particle, ECT derives them both from one universal wave equation. It replaces assumptions with derivations and connects the smallest quantum amplitudes to the largest cosmic geometries.
ECT is therefore more than a theory of unification; it is a theory of emergence, explaining how the universe creates itself through the deterministic compression of entanglement. It provides a coherent, testable bridge between quantum mechanics, general relativity, and cosmology, and a new way of understanding reality itself.
Featured publications
Theory of Derived Probability and Entanglement Compression (ECT)
Truncated abstract: Derives Born weights from the operative wave equation with a real, multiplicative compression operator; formalizes the universal wave function, energy-share lemma, and quantitative linear limit; lays out falsifiable regimes and observational signatures.
The Oscillation Principle
Truncated abstract: Poses oscillation as the first motion and minimal action carrier; links Planck-scale amplitude cycles to dimensional span and tick; connects compression to curvature emergence.
Unified Derivation of Probability, Curvature, and Compression Geometry (Tensor Formalism)
Truncated abstract: Presents the compression tensor, metric deformation, and effective observables; proves the Born Weights Theorem under A0–A5; details quantitative linear limits and experimental response scales.
Mathematical Foundations of ECT: Well-Posedness and Gravitational Tests
Truncated abstract: Establishes global well-posedness in H¹ for d ≤ 3 under bounded ∂t𝓘; proves conservation laws; clarifies unit system and compression–geometry coupling; outlines gravitational signatures and test protocols.
How ECT Derives Probability and the Born Rule
Explains how Entanglement Compression Theory derives the Born rule directly from energy division, without assuming probability as a postulate. Walks through the full mathematical derivation from the Primordial Wave Equation to the deterministic emergence of measurement outcomes.