From Quantum to Cosmos: ZE-Qubit
Year: 2025
Type: article
Abstract: EN:We propose a geometry-locked, holonomic, bias-engineered qubit (“ZE-Qubit”) grounded in the Zander Equations. The Schrodinger–Zander Equation defines a mass operator m_hat := H_hat / c^2 via the Hamiltonian spectrum; the Einstein–Zander Equation promotes gravity to an operator relation with Planck-covariant averaging over the invariant two-measure sigma_P = l_P * t_P = hbar * G / c^4. In practice, a superconducting nonlinear element is coupled to a high-Q electromagnetic mode and a high-Q phononic mode; gates are geometric (Berry/holonomic) and set by closed loops in the control manifold. Applying the Planck-covariant averaging principle at the controller level suppresses fast fluctuations and creates a useful noise bias, enabling lower-overhead QEC (e.g., XZZX, cat, GKP). The architecture is buildable with current materials (Al/NbTiN, sapphire/Si, Si3N4, optional LiNbO3; optional NV/SiC memory). Shared for scientific discussion. DE:Wir stellen ein geometrie-fixiertes, holonomes, bias-optimiertes Qubit („ZE-Qubit“) vor, basierend auf den Zander-Gleichungen. Die Schrodinger–Zander-Gleichung definiert einen Massenoperator m_hat := H_hat / c^2; die Einstein–Zander-Gleichung hebt Gravitation auf Operator-Ebene und nutzt planck-kovariantes Ausmitteln ueber das invariante Zweimass sigma_P = l_P * t_P = hbar * G / c^4. Praktisch wird ein supraleitendes nichtlineares Element mit einem hoch-Q elektromagnetischen Modus und einem hoch-Q phononischen Modus gekoppelt; Gatter sind geometrisch (Berry/holonom) und werden durch geschlossene Schleifen im Kontrollraum gesetzt. Das planck-kovariante Ausmitteln auf Controller-Ebene daempft schnelle Fluktuationen und erzeugt einen nuetzlichen Noise-Bias, was QEC-Overhead (z. B. XZZX, Cat, GKP) reduziert. Die Architektur ist mit heutigen Materialien realisierbar (Al/NbTiN, Saphir/Si, Si3N4, optional LiNbO3; optional NV/SiC-Speicher). Zur wissenschaftlichen Diskussion freigegeben (shared for scientific discussion). {License / Lizenz} © 2025 Adrian Zander. All rights reserved. Viewing and citation permitted. No reproduction, distribution, modification, training, or derivative use without prior written consent. For commercial contact: \href{mailto:[email protected]}{[email protected]}. © 2025 Adrian Zander. Alle Rechte vorbehalten. Einsicht und Zitieren erlaubt. Keine Vervielfältigung, Verbreitung, Bearbeitung, Nutzung zum Training oder abgeleitete Werke ohne vorherige schriftliche Zustimmung. Kommerzieller Kontakt: \href{mailto:[email protected]}{[email protected]}. Related Works: 10.5281/zenodo.16933270 Zander, A. (2025). From Quantum to Cosmos: The Natural Law of Quantum Fields General Relativity 10.5281/zenodo.15578802 Zander, A. (2025). From Quantum to Cosmos: About Space and Time, Mass and Inertia (Also includes every Paper in an extra Zip in English): 10.5281/zenodo.16925937 Zander, A. (2025). From Quantum Structure to Galactic Rotation: Eliminating Dark Matter with Planck-Covariant Gravity.10.5281/zenodo.16925299 Zander, A. (2025). From Quantum to Cosmos: ZE-Qubit10.5281/zenodo.16925145 Zander, A. (2025). From Quantum to Cosmos - Schrödinger-Zander and Einstein-Zander Equation10.5281/zenodo.16924975 Zander, A. (2025). From Quantum to Cosmos – No Singularities: Planck-Covariant Averaging as Natural Cutoff10.5281/zenodo.16922391 Zander, A. (2025). From Quantum to Cosmos - Planck Two-Measure: Vacuum Catastrophe Fixed, Muon g-2 Consistent10.5281/zenodo.16921499 Zander, A. (2025). From Quantum to Cosmos: Solving the Λ Problem via (ℓₚ·tₚ)/(Rₒᵦₛ·t₀) ⇒ α_σ ≈ 4.60×10⁻¹²³ ⇒ Λ = α_σ/ℓₚ² ≈ 10⁻¹²³10.5281/zenodo.16929728 Zander, A. (2025). From Quantum to Cosmos: The Hawking Information Paradox -- Full Quantum10.5281/zenodo.16929833 Zander, A. (2025). From Quantum to Cosmos: Defusing the Hubble Tension with Planck-Covariant Spacetime Fine-Structure 10.5281/zenodo.16929899 Zander, A. (2025). From Quantum to Cosmos: Planck-Covariant Flavor: Fermion Mass Hierarchies Without New Sectors10.5281/zenodo.16929940 Zander, A. (2025). From Quantum to Cosmos: A Planck-Covariant, Unitary Solution to the Measurement Problem10.5281/zenodo.16910481 Zander, A. (2025). From Quantum to Cosmos: The Hawking Information Paradox Solved (3+1D, No Islands)10.5281/zenodo.16930310 Zander, A. (2025). From Quantum to Cosmos: A Requiem for LCDM - full Scientific + Extra Paper for readers without specialized background Contact & SupportAdrian Zander (Independent Researcher)[email protected]: 0009-0005-2388-5440 Support Scientific Continuation:IBAN: DE73 6149 0150 0132 6850 00BIC: GENODES1AAVReference: Zander Research
Author: Zander, Adrian
Language: English
Subfield: Artificial Intelligence
Field: Computer Science
Domain: Physical Sciences
Open Access status: green
OpenAlex ID: W7077161798
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