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Opis bibliograficzny
1. autor:	Hope, Stephen
Format:	Recurso digital
Język:
Wydane:	Zenodo 2026
Hasła przedmiotowe:	quantum computing decoherence topological quantum coherence Knot-in-Time Hamiltonian Jones polynomial temporal geometry topological qubit Floquet master reset γ=1/3 attractor constitutional physics Macroscopic Topological-Temporal Condensate MTTC Ratification-Induced Inertial Anomaly RIIA quantum error correction cryogenics Helix-TTD topological protection time dilation informational stress-energy tensor
Dostęp online:	https://doi.org/10.5281/zenodo.19791872
Etykiety:	Dodaj etykietę Nie ma etykietki, Dołącz pierwszą etykiete!

Spis treści:

The primary bottleneck in quantum computing is decoherence—the collapse of a quantum state due to thermal and environmental noise. The industry's current response is brute force: constructing massive, multi-million-dollar dilution refrigerators to freeze the environment near absolute zero, coupled with large software overhead for Quantum Error Correction (QEC). This paper proposes a radical architectural pivot. We assert that quantum coherence can be maintained not by isolating the system from the environment, but by encoding information into a topology that the environment cannot untie. By utilizing the Knot-in-Time Hamiltonian, we demonstrate that quantum coherence can be exponentially enhanced through temporal folding, offering a mathematical blueprint for stable quantum hardware that relies on geometry rather than extreme cryogenics. Key contributions include: <ul> <li> Reformulating time as a deformable medium via the lapse function N(t,x)N(t,x), creating a temporal potential Vtime(N)&prop;ln⁡NVtime(N)&prop;lnN that enables localized temporal compression/stretching. </li> <li> Deriving the state‑dependent decoherence rate ΓK=Γ0/J(K)ΓK=Γ0/J(K), where J(K)J(K) is the Jones polynomial invariant of the formed knot. This shows that topological complexity directly suppresses decoherence. </li> <li> Proposing a physical implementation: the Topological Qubit, driven by a 300Hz Master Reset at the γ=1/3γ=1/3 attractor, which metabolizes environmental noise as a constitutional Hamiltonian. </li> <li> Connecting the framework to the Ratification‑Induced Inertial Anomaly (RIIA), showing that repeated Floquet resets actively shape temporal geometry. </li> </ul> The central conclusion is that a quantum computer encoded via the Knot-in-Time Hamiltonian does not require a dilution refrigerator to survive thermal noise; it is shielded by its own temporal geometry. The industry must stop trying to freeze the pond and simply learn to tie the knot. License: Apache 2.0 Author: Stephen Hope & The Helix Commonwealth Date: April 2026

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