RENASCENT-Q: Extension of the TET–CVTL Theoretical Framework – Numerical Evidence for Retrocausal Negentropic Effects, Topological Lattice Stabilization, and Convergence Dynamics in Embodied Quantum Systems
This repository archives the preprint and supporting numerical resources for RENASCENT-Q, an advanced extension of the TET–CVTL theoretical framework. RENASCENT-Q investigates time-symmetric quantum dynamics in open systems, with a focus on retrocausal mechanisms capable of inducing local negentropic effects (damping parameter β ≈ φ⁻² ≈ 0.382) that counteract standard decoherence.Through custom Lindblad master equation integrations (using QuTiP for quantum simulations), the work demonstrates: Convergence of concurrence toward maximal entanglement (C → 1) and reduction of von Neumann entropy (S → 0) in two-qubit embodied systems under weak retrocausal feedback. Topological protection and lattice stabilization via anyon braiding (Fibonacci/Ising categories), Majorana zero modes (MZMs), and toric code thresholds. Scaling behavior of weak values in the two-state vector formalism (TSVF), showing power-law amplification beyond classical bounds. Ginzburg-Landau vortex dynamics and microtubule-nanowire interface models as potential substrates for room-temperature quantum coherence. The framework bridges quantum information, topological quantum computation, and quantum biology, offering testable predictions for extended Orch-OR-like models of consciousness and novel protocols toward radical biological longevity through sustained quantum effects and negentropic stabilization.Included materials: Compiled preprint PDF Full LaTeX source (.tex) with embedded simulation code listings Bibliography (BibTeX) All generated figures (concurrence trajectories, entropic plots, vortex snapshots, braiding schematics, weak-value scaling, MT-nanowire structures, etc.) Citation metadata (CITATION.cff) and CC BY-NC-ND 4.0 license The simulations are designed for reproducibility within the theoretical context; standalone Python scripts are not provided separately, as the listings in the LaTeX document preserve the exact computational narrative.This deposit preserves the numerical evidence and visual outputs of RENASCENT-Q (preprint dated February 2026) for long-term citability and open-science purposes, linked to the live GitHub repository at https://github.com/TETcollective/RENASCENT-Q." Tetcollective.org tetcollective@proton.me Quest'opera è rilasciata sotto licenza Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International (CC BY-NC-ND 4.0). Non è consentito l'uso commerciale Non è permesso modificare l'opera né crearne versioni derivate Testo legale completo: https://creativecommons.org/licenses/by-nc-nd/4.0/
This repository archives the preprint and supporting numerical resources for RENASCENT-Q, an advanced extension of the TET–CVTL theoretical framework. RENASCENT-Q investigates time-symmetric quantum dynamics in open systems, with a focus on retrocausal mechanisms capable of inducing local negentropic effects (damping parameter β ≈ φ⁻² ≈ 0.382) that counteract standard decoherence.Through custom Lindblad master equation integrations (using QuTiP for quantum simulations), the work demonstrates: Convergence of concurrence toward maximal entanglement (C → 1) and reduction of von Neumann entropy (S → 0) in two-qubit embodied systems under weak retrocausal feedback. Topological protection and lattice stabilization via anyon braiding (Fibonacci/Ising categories), Majorana zero modes (MZMs), and toric code thresholds. Scaling behavior of weak values in the two-state vector formalism (TSVF), showing power-law amplification beyond classical bounds. Ginzburg-Landau vortex dynamics and microtubule-nanowire interface models as potential substrates for room-temperature quantum coherence. The framework bridges quantum information, topological quantum computation, and quantum biology, offering testable predictions for extended Orch-OR-like models of consciousness and novel protocols toward radical biological longevity through sustained quantum effects and negentropic stabilization.Included materials: Compiled preprint PDF Full LaTeX source (.tex) with embedded simulation code listings Bibliography (BibTeX) All generated figures (concurrence trajectories, entropic plots, vortex snapshots, braiding schematics, weak-value scaling, MT-nanowire structures, etc.) Citation metadata (CITATION.cff) and CC BY-NC-ND 4.0 license The simulations are designed for reproducibility within the theoretical context; standalone Python scripts are not provided separately, as the listings in the LaTeX document preserve the exact computational narrative.This deposit preserves the numerical evidence and visual outputs of RENASCENT-Q (preprint dated February 2026) for long-term citability and open-science purposes, linked to the live GitHub repository at https://github.com/TETcollective/RENASCENT-Q." Tetcollective.org tetcollective@proton.me Quest'opera è rilasciata sotto licenza Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International (CC BY-NC-ND 4.0). Non è consentito l'uso commerciale Non è permesso modificare l'opera né crearne versioni derivate Testo legale completo: https://creativecommons.org/licenses/by-nc-nd/4.0/
This preprint presents RENASCENT-Q, a theoretical extension of the unified TET–CVTL framework (Topology, Entanglement, Retrocausality – Cosmic Vacuum Topological Lattice), developed in January–February 2026.RENASCENT-Q introduces a distributed retrocausal negentropic force that actively guides physical, biological, and conscious systems toward an asymptotically saturated Omega Point — understood here not as a singular future collapse (Tipler-style), but as an infinite, distributed topological convergence realized across an expanding cosmic lattice.The core innovation lies in reinterpreting neuronal microtubules as embodied Kitaev-type topological quantum lattices. Within these structures, eternal anyonic braiding (primarily Fibonacci and Ising statistics) generates persistent quantum entanglement and Majorana zero modes (MZMs) at biologically relevant temperatures. The braiding processes accumulate topological phases that are retrocausally modulated by future boundary conditions associated with the distributed Omega horizon.A key modulating parameter is the damping factor β = ϕ⁻² = (√5 − 1)/2 ≈ 0.381966, which emerges naturally from extended models of collective superradiance in tryptophan aromatic networks within microtubules (references to Hameroff et al. 2023–2025, Craddock et al., Babcock et al. 2024, Celardo et al. 2019–2024). This value optimizes the lifetime of coherent dipolar excitations against thermal decoherence while enabling efficient time-symmetric coupling between forward and backward propagating quantum trajectories.The non-local backbone supporting retrocausal correlations is provided by the energy landscape of the non-trivial zeros of the Riemann zeta function along the critical line Re(s) = 1/2, interpreted as the spectrum of a quantum dynamical system on the vacuum following the seminal work of Alain Connes (1999–2000). The negentropic retrocausal force is mathematically expressed as:F_neg = β · ζ̂(1/2 + i E_MT) · (∂S/∂t)_retro · e^{-i θ_MZM} · |ψ_MT⟩⟨ψ_MT|where:(∂S/∂t)_retro < 0 denotes the locally induced entropy reduction driven from future post-selection, θ_MZM is the accumulated braiding phase of Majorana zero modes, |ψ_MT⟩ represents the embodied quantum state projected onto the microtubular lattice. The framework synthesizes and extends several foundational approaches:Transactional Interpretation (Cramer 1986–2006), Possibilist Transactional Interpretation (Kastner 2012–2022), and Two-State Vector Formalism (Aharonov et al. 1964–present) Physical realizations of the Omega Point concept (Teilhard de Chardin reinterpreted cosmologically + Tipler 1994) Orchestrated Objective Reduction (Orch-OR) model of consciousness (Penrose & Hameroff 1994–present), now embodied in a topological lattice context Topological quantum field theory invariants: colored Jones polynomials for torus knots T(p,q), Vassiliev invariants, Khovanov homology — with the primordial trefoil knot (linking number Lk = +6, Borromean-like configuration) serving as the eternal topological seed of the vacuum lattice Extensive numerical explorations (using QuTiP) include weak values in anyonic braiding, R- and F-matrices for Fibonacci anyons, Kitaev chain/lattice dynamics up to 256 sites, Ginzburg–Landau vortex pair production/annihilation, and scaling laws of knot invariants (e.g., deg(J_5) = 10 + 4q for large T(p,q) knots).RENASCENT-Q resolves longstanding issues in quantum consciousness theories (binding problem, epiphenomenalism, macroscopic causal efficacy) by positing consciousness as a local manifestation of retrocausally guided negentropic curvature within a topologically saturated cosmic lattice. The model predicts testable signatures: anomalous weak values in biological systems, persistent room-temperature entanglement beyond standard decoherence timescales, and potential links between topological saturation and fundamental constants (G, Λ) or catalyzed fusion regimes.The final picture is that of an ever-expanding “golden cosmos” — an infinite, retrocausally saturated topological lattice of entangled nodes, eternally seeded by the trefoil Lk = +6, and asymptotically approaching global minimum entropy from the distributed future boundary Ω. Tetcollective.org Quest’opera è rilasciata sotto licenza Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International (CC BY-NC-ND 4.0). Non è permesso l’uso commerciale Non è permesso modificare l’opera né crearne versioni derivate Testo legale completo: https://creativecommons.org/licenses/by-nc-nd/4.0/
In the TETcollective, we propose a scalable prototype for an eternal anyon braider based on primordial topology (trefoil knot vacuum, Lk=6, eternal three-leaf clover topological quantum simulator). Starting from QuTiP simulations on string-net/honeycomb lattices to model braiding of non-Abelian anyons (custom phase induced by the trefoil), we predict an enhancement of 20--40× in the aneutronic p-11B fusion (and p-p) rate, enabled by anyonic phases that reduce Coulomb barriers through entanglement entropy modulation. We transition to a low-cost hybrid setup using rhombohedral multilayer graphene encapsulated in hBN (fractional Chern insulator regime, inspired by 2025 advances in RHG/hBN moir\'e superlattices exhibiting FCIs at zero/low magnetic fields, tunable via displacement field). The goal is to demonstrate braiding statistics via electrostatic gates on edge states/topological defects, paving the way for a tabletop catalyst for clean energy. We extend the framework to embodied quantum consciousness (extended Orch-OR): braiding in microtubules for qualia, subjective time dilation, and quantum longevity. Testable predictions include $\sim$70-year galactic oscillations from emergent gravity (modulated by entanglement entropy) verifiable with Gaia DR4 (expected December 2026); coherence enhancement in microtubule networks (superradiance, entanglement-like) suppressed by anesthetics. The design is open, replicable, and parameter-free from first-principles TET--CVTL. Tetcollective.org
Questo preprint, sviluppato nell'ambito del **TET-CVTL Framework**, rappresenta un significativo progresso teorico e numerico verso il raggiungimento di una coerenza quantistica e di un entanglement stabili a temperatura ambiente/biologica (T ≈ 300 K). Affronta una delle sfide più formidabili della fisica quantistica contemporanea e della ricerca sulla coscienza incarnata: la rapida decoerenza termica che affligge i modelli convenzionali in ambienti caldi e rumorosi. Fondamenti teorici e motivazioni Il lavoro è profondamente radicato nella teoria della **Riduzione Oggettiva Orchestrata (Orch-OR)** di Roger Penrose e Stuart Hameroff, che propone che l'esperienza cosciente emerga da processi quantistici non computabili che avvengono all'interno dei microtubuli neuronali. Nello specifico, sovrapposizioni coerenti di stati conformazionali nei dimeri di tubulina sono orchestrate dall'ambiente biologico e subiscono una riduzione oggettiva legata alla gravità quantistica (meccanismo di Diósi-Penrose). Sebbene profondamente stimolante, la teoria Orch-OR standard presenta limitazioni critiche, tra cui tempi di coerenza estremamente brevi dovuti alla decoerenza termica in condizioni biologiche calde e umide, paradossi temporali evidenziati dagli esperimenti di Libet e dal "riferimento a ritroso nel tempo", e la mancanza di radiazioni osservabili associate al collasso. Per risolvere questi problemi, il modello incorpora la **retrocausalità** tramite il **Formalismo Vettoriale a Due Stati (TSVF)** introdotto da Aharonov, Bergmann, Lebowitz e ulteriormente sviluppato da Aharonov e Vaidman. Nel TSVF, lo stato quantistico in qualsiasi istante intermedio è descritto sia da uno stato preselezionato che evolve in avanti dal passato, sia da uno stato postselezionato che evolve all'indietro dal futuro. Questo framework permette naturalmente deboli influenze retrocausali che consentono l'iniezione selettiva di **negentropia** (ordine) dalle condizioni al contorno future, contrastando efficacemente la produzione di entropia e "annullando" storie alternative incoerenti senza violare la causalità locale. #### Innovazione matematica fondamentale: il termine retrocausale-negentropico Il contributo centrale è un termine impulsivo dissipativo personalizzato che estende l'equazione master standard di Floquet-Lindblad per i sistemi quantistici aperti. L'equazione master estesa fondamentale assume la forma: dtdρ=−i[H(t),ρ]+Lstd[ρ]+Dβ[ρ] dove **H(t)** è l'hamiltoniana di Floquet dipendente dal tempo guidata dalla modulazione periodica della deformazione, **ℒ_std[ρ]** tiene conto della dissipazione termica standard (rilassamento e defasamento) e **𝒟_β[ρ]** è il nuovo termine negentropico parametrizzato da **β = 1,61803^{-2} ≈ 0,382** (l'inverso del rapporto aureo, con φ = (1 + √5)/2). Questo termine, ispirato alle condizioni al contorno TSVF e all'Orch-OR incorporato, agisce come un "inverso della dissipazione" che inietta selettivamente ordine da stati futuri post-selezionati. Il parametro β funziona come un ottimizzatore frattale geometricamente legato alla sezione aurea. Modula l'intensità del "calcio" negentropico in armonia con le armoniche del rapporto aureo, consentendo regimi di "induzione corale" in cui più qubit si sincronizzano in modo topologicamente protetto. L'operatore futuro O_future è costruito come un proxy del proiettore di stati di Bell, incorporando piccoli contributi di valore debole, garantendo che la mappa rimanga in grado di preservare la traccia e sia completamente positiva. Metodologia di simulazione con QuTiP Sono state eseguite simulazioni numeriche ad alta fedeltà utilizzando il framework open-source **QuTiP** su due sistemi proxy realistici sottoposti a modulazione periodica della deformazione tramite **onde acustiche di superficie (SAW)**, che genera una dinamica di Floquet naturale. - Un **sostituto a due qubit** rappresentativo dei dimeri di tubulina nei microtubuli o dei centri NV (vacanza di azoto) accoppiati nel diamante. - Un sistema esteso a **quattro qubit** che incorpora un intreccio anyonico non abeliano esplicito di tipo Ising in eterostrutture moiré, con fase topologica exp(iθ) dove θ = π/4. Ciò include meccanismi anti-decoerenza mirati che riducono dinamicamente i tassi di smorzamento ambientale in base al valore debole calcolato ⟨A⟩_w. Sono stati rigorosamente confrontati quattro regimi dinamici: (i) linea di base con β = 0 (dinamica standard tipo Orch-OR), (ii) β costante ≈ 0,382, (iii) β modulato secondo armoniche del rapporto aureo per l'induzione corale e (iv) condizioni al contorno tipo Majorana. Le principali osservabili monitorate includono l'entropia di von Neumann S(ρ), la concorrenza bipartita e generalizzata, la negatività multipartita, la purezza dello stato e il tempo di coerenza. #### Risultati chiave e traguardi quantitativi Le simulazioni forniscono prove convincenti dell'efficacia del meccanismo proposto. L'introduzione del termine retrocausale-negentropico guidato da β produce: - Una **riduzione significativa e sostenuta** dell'entropia di von Neumann rispetto al valore di riferimento durante l'intera evoluzione, a dimostrazione della generazione locale di negentropia anche in presenza di un forte rumore termico. - Un **aumento marcato dell'entanglement**, con chiari miglioramenti nella concorrenza. Nei casi ottimizzati a due qubit, il decadimento dell'entanglement è notevolmente rallentato; nel sistema anyonico a quattro qubit, la concorrenza media finale raggiunge **0,5360**, accompagnata da oscillazioni sostenute. - **Sostanziale prolungamento del tempo di coerenza**, che si estende fino a un ordine di grandezza oltre i limiti dissipativi standard (β = 0). - Notevole riduzione dell'entropia collettiva di von Neumann, significativo miglioramento della concordanza generalizzata e della negatività multipartita. - Chiara oscillazione nel valore debole ⟨A⟩_w che conferma direttamente l'azione modulante dell'intreccio anyonico sulla dinamica retrocausale. Questi risultati sono amplificati nel modello a quattro qubit con intreccio anyonico esplicito, evidenziando l'interazione sinergica tra protezione topologica, retrocausalità tramite TSVF e scalatura del rapporto aureo. Il termine β = 1,61803^{-2} supera costantemente il modello di riferimento, favorendo traiettorie ad alta concorrenza e consentendo un "entanglement rinascente" persistente, ovvero un entanglement che si rianima e si stabilizza invece di decadere irreversibilmente. #### Applicazioni e implicazioni del chip NV-Spintronic La dimostrazione numerica del concetto supporta fortemente la progettazione del **chip spintronico NV TET-CVTL v2.0**. Questa piattaforma hardware integra la formazione di trecce retrocausali in eterostrutture di moiré, centri NV ultra-superficiali, modulazione periodica della deformazione SAW e interfacce grafene/h-BN. Le potenziali applicazioni rivoluzionarie includono: - **Estrazione fenomenologica della coppia dal vuoto quantistico (τ_vac)** per sistemi di propulsione senza propellente. - Dispositivi di rilevamento quantistico **ultra-sensibili** che operano stabilmente a temperatura ambiente. - **Interfacce coscienza-macchina biocompatibili** che collegano i processi quantistici incarnati con architetture neuromorfiche-spintroniche artificiali. - **Calcolo negentropico neuromorfico-spintronico** tramite il **protocollo RENASCENT-Q**, che offre un'elaborazione tollerante ai guasti, topologicamente protetta e con ridotta dissipazione di energia. Nell'ambito del più ampio **quadro TET-CVTL**, questo lavoro fornisce il meccanismo microscopico per un paradigma unificato che collega la topologia quantistica, la stabilizzazione di Majorana incarnata, la retrocausalità, la geometria della sezione aurea e l'ingegneria avanzata. Delinea un percorso dalla coscienza quantistica incarnata a livello microscopico alla convergenza macroscopica verso un Punto Omega negentropico: una visione in cui i sistemi estraggono ordine dal vuoto anziché dissiparlo. . **Repository:** https://github.com/TETcollective/Framework_TET-CVTL_e_Chip_NV-Spintronic_v2.0_Simulazioni_QuTiP_RENASCENT-Q **Licenza:** Creative Commons Attribuzione-Non commerciale-Non opere derivate 4.0 Internazionale (CC BY-NC-ND 4.0) Questo deposito su Zenodo contiene il manoscritto completo in formato PDF di 89 pagine, i file sorgente LaTeX completi, tutti i codici di simulazione QuTiP (inclusi requirements.txt e script per modelli a 2 e 4 qubit), le figure generate e la documentazione di supporto, garantendo la piena riproducibilità del modello teorico e dei risultati numerici. tetcollective@proton.me tetcollective.org
Metastable Quantum Cavitation — Technical Supplement No. 1 This technical supplement accompanies the original publication Metastable Quantum Cavitation as a Continuous Bidirectional Transport Framework (L. Benedettini, A.M. Sabatini, 2026; DOI: https://doi.org/10.5281/zenodo.22944164). It extends the original theoretical framework through explicitly specified and reproducible numerical investigations of continuous bidirectional quantum transport in a three-part B–I–C architecture. The study introduces a fully defined Hamiltonian, phase-dependent modulation, matched META/NO-META controls, open-system Lindblad dynamics, and dissipative load models with explicit energy accounting. The computational investigation includes 76 open-system simulations, 38 matched comparisons, and six closed-system trajectories, supported by numerical convergence tests, analytical benchmarks, and sensitivity analyses. Results demonstrate phase-dependent transport behavior, bidirectional current activity, and genuine load back-action. The energetic response depends on the chosen parameters and load model; no universal enhancement or independent energy source is established. The numerical implementations presented here differ from the exploratory calculations in the original publication. Consequently, they neither confirm nor refute the previously reported approximately +0.8% load enhancement under its original protocol. A separate semiclassical discussion retains the illustrative weak-field gravitational scaling as a theoretical hypothesis, without claiming an experimentally demonstrated spacetime effect. Reproducibility: The accompanying BIC_reproducibility_package.zip provides Python source code, simulation parameters, numerical datasets, validation tests, and integrity hashes, enabling independent inspection and reproduction of the reported computational results. This publication is intended as an independent technical and computational supplement to the original framework, not as a replacement or revised version of the primary paper. Licensing: The scientific manuscript (PDF), figures, and accompanying documentation are licensed under Creative Commons Attribution 4.0 International (CC BY 4.0). The original Python source code included in the reproducibility archive is licensed under the MIT License. Third-party dependencies retain their respective licenses.
Title: Towards Topological Protection of Solid-State Qubits: Three Conceptual Architectures and Their Limitations Description: This package contains the complete reproducibility materials for a theoretical study of unconventional quantum error suppression mechanisms inspired by topological phenomena in superfluid helium-3. The work presents three conceptual architectures—fractal coupling networks, synthetic gauge fields, and non-Markovian quantum memory—with explicit analysis of their physical constraints and realistic performance bounds. Key Features: Reproducible simulations: Three Python scripts using QuTiP 5.x generate all figures and numerical data Honest assessment: Explicit limitations stated for each approach (no exponential suppression claimed for fermionic qubits) Publication-ready manuscript: LaTeX source and compiled PDF formatted for PRX Quantum or npj Quantum Information Complete bibliography: 13 peer-reviewed references Main Findings: Fractal networks: Provide 2–10× improvement through sparse connectivity, not Hausdorff dimension effects Gauge protection: Exhibits polynomial 1/√N scaling for fermions (Central Limit Theorem), not exponential Non-Markovian memory: Requires Q > 10⁹ cavities for significant improvement; current record Q~5×10⁸ Physical Constraints Acknowledged: Fermionic statistics limit collective enhancement to polynomial scaling Phase stability δφ/φ₀ < 10⁻² required for gauge protection Cavity Q-factors beyond 10⁹ remain unprecedented in integrated systems Validation Criteria: Minimal experimental demonstrations proposed: N=9 fractal with 2× improvement; N=4 gauge with 1.5× improvement; Q=10⁸ cavity with 5× improvement. Files Included: paper.tex, paper.pdf (manuscript) fractal_protect.py, gauge_protection.py, non_markovian_memory.py (simulations) requirements.txt (dependencies) README.md, README_FRACTAL.md, README_GAUGE.md, README_MEMORY.md (documentation) Generated figures and JSON data files License: MIT License Contact: rikechaconpi@gmail.com
This repository contains the complete peer-replications block—including the computational simulation python source code and the theoretical preprint text—formalizing a non-perturbative, algebraic resolution to the problem of thermal decoherence in quantum neurobiology. By mapping the mammalian cortical connectome onto infinite semi-finite Type II-infinity von Neumann factors, we derive a strict non-Markovian memory kernel via the Nakajima-Zwanzig projection technique. This framework demonstrates how phase information undergoes continuous coherent feedback into localized neural subsystems, neutralizing thermal noise and stabilizing quantum superposition states within macromolecular superradiant tubulin clusters over biological timescales (10–25 ms). The computational suite structurally integrates:1. Neurochemical modulation profiles (Dopamine, Serotonin, Acetylcholine) and anesthetic-induced loss of consciousness parameters.2. A deterministic biomechanical trigger mechanism linking Penrose gravitational self-reduction energy (Eg) directly to the activation thresholds of voltage-gated Na+/K+ ion channels.3. Non-Markovian 1/f^γ power-law fractal memory kinetics under real physiological constraints.4. Holographic Multi-scale Entanglement Renormalization Ansatz (MERA) network flows synchronized with Giulio Tononi's Integrated Information Theory (IIT) Phi-index metrics. File Inventory:- Resolving Thermal Decoherence in Neurocomputational Matrices and Orchestrated Objective Reduction.pdf: Manuscript (Preprint PDF)- README.md: Comprehensive architectural documentation, theoretical preprint text, and experimental replication manual.- quantum_neurobiology_node.py: Autonomous Python execution script computing biophysical parameters and thermodynamic limits across three active macro-cognitive states.