Computational verification of Pisot pruning across the trinomial family x^n = x + 1 — three-test suite for the algebraic foundation of Pisot Dimensional Theory.
-
Updated
May 6, 2026 - Jupyter Notebook
Computational verification of Pisot pruning across the trinomial family x^n = x + 1 — three-test suite for the algebraic foundation of Pisot Dimensional Theory.
The official repository for the HCSP Sovereign Core. A mathematically verified, open-source framework driven by the Al-Alawi Deterministic Theorem and USDL to eliminate quantum decoherence and noise. Includes complete machine-checked proofs in Coq, Frama-C, TLA+, and LTL.
DTQEM (Dual‑Time Quantum Entanglement Model) attributes non‑locality to a negative imaginary time carried by entangled particles. Calibrated to Gisin’s lower bound (v>1e7c at 0K) and returning to classical speed at 300K, it explains thermal decoherence, Heisenberg uncertainty, and double‑slit fringe contrast. Includes interactive Python simulation.
Add a description, image, and links to the quantum-decoherence topic page so that developers can more easily learn about it.
To associate your repository with the quantum-decoherence topic, visit your repo's landing page and select "manage topics."