Advancing the unification of probability, curvature, and quantum emergence through Entanglement Compression Theory (ECT).
Committed to open access to knowledge – not centralized ownership.
Ongoing Research
The Compression Theory Institute advances Entanglement Compression Theory through formal analysis, targeted predictions, and open data. This page lists active projects and near-term plans. Items are updated as manuscripts move from draft to preprint to DOI.
Compression Geometry and the Einstein Field Equations
Status: in preparation
Goal: derive the Einstein Field Equations starting from the compression field C(x) and the Primordial Wave Equation for the Lawrence Universal Wave Function. The work constructs a variational action with Lgrav + LΨ + LC + Lint, defines the compression stress tensor Tμν[C], and shows recovery of the standard weak-field limit together with small, testable residuals.
- Objectives: formal derivation of the modified field equations; linearized solutions; probe transport via WKB; parameter mapping to κ̃ and L*.
- Deliverables: pre-publication summary on the CTI site; full open-access paper Compression Geometry and the Einstein Field Equations with worked examples.
- Validation focus: lensing residuals at μas scale, interferometric phase floors, timing offsets consistent with the compression tensor.
Precision tests and constraints
We are assembling a compact set of analysis scripts to compare ECT predictions with public catalogs and laboratory results. The first pass targets Gaia DR3 micro-lensing residuals, VLBI baselines, cavity-QED coherence thresholds, and satellite laser ranging phase stability.
- Output: parameter bounds for κ̃, L*, mC, λC with figure-of-merit plots and reproducible notebooks.
- Collaboration: we welcome independent cross-checks and data re-reductions that probe the same scales.
Foundations and derived probability
Follow-on notes expand the derivation of Born weights from compression dynamics and extend the measure-theoretic argument to mixed contexts and open systems. The aim is a concise technical brief that complements the existing papers and clarifies assumptions used in experimental sections.
Scope note on applications
CTI focuses on fundamentals and testable physics. Engineering or communications applications that might arise from compression concepts are outside our present scope. We encourage interested groups to pursue those ideas independently and to cite the relevant ECT sources where useful.
Near-term roadmap
- Post pre-publication summary for the EFE manuscript on the CTI site.
- Release first constraint plots for lensing and timing residuals with methods notes.
- Publish a brief on derived probability with explicit examples and unit tables.
Collaborate or inquire
Researchers interested in data comparisons, analytic checks, or independent reproductions are invited to contact contact@compressiontheoryinstitute.org. Please include a short description of your proposed test or dataset, and any preferred citation format for acknowledgments.