Same-Central-Effect Work-Quadrature Loop Preregistration: A Blind Circuit-QED Test of the QTT Access Intertwiner

Can one physical access gate control both extractable work and a closed phase-space commutator without retuning? This record seals a prospective circuit-QED test of the QTT Access Intertwiner. Its paper-native master equation is \[ \boxed{ \begin{aligned} w_j&:=\frac{\Delta\mathcal W_j}{\hbar\omega|\alpha|^2}=\eta_j,\\ \mathcal R_{jk}^{\rm QTT} &=(1-\eta_j)+\eta_j e^{J\phi_k},\\ \mathcal R_{jk}^{\rm QM}&=1,\\ \frac{\partial(\eta_j,\phi_k)} {\partial\mathcal R_{jk}^{\rm target}}&=0. \end{aligned}} \] A bosonic microwave mode is prepared in the symmetric ensemble \(|+\alpha\rangle\) or \(|-\alpha\rangle\). The preparation bit is written into an authenticated physical register. A randomized hardware route either makes that record available during the terminal window or keeps it unavailable until afterward. The work branch is a physical qualification. If the bit is available, a conditional displacement returns the mode to vacuum and the normalized gross energy drop is \(w_j=\eta_j\). Standard information thermodynamics and QTT both expect that row; it is not counted as QTT-exclusive evidence. The second branch is the discriminator. Four calibrated displacements form a closed phase-space group commutator. Ordinary canonical quantum mechanics predicts the same normalized geometric phase for every idle access setting. QTT predicts the exact complex surface \((1-\eta)+\eta e^{J\phi}\) from the same independently constructed central effect. Frozen design: five access settings: \(0,1/4,1/2,3/4,1\); four primary loop areas: \(\pi/4,\pi/2,3\pi/4,\pi\); positive and negative loop orientations; zero target-fitted QTT coefficients; one global complex-vector comparison under one frozen covariance; late-route, dummy-bit, matched-load, erasure, reversal, zero-area, state-transport, and complete-record controls. A theory verdict is legal only after an experiment-specific activation certificate freezes the physical effect, its complete terminal alphabet, the ordinary circuit model, all calibration quantities and covariances, crosstalk bounds, the work/loop route identity, and at least 90 percent power at a global one-sided five-sigma threshold before target data are opened. Status: STAGE-0 SEALED / PHYSICAL ACTIVATION PENDING / OBSERVATION PENDING. This is a test of a speculative new theory. No observation is claimed. Reader anchors: Observation as Access Artian Hamiltonian Framework QTT Main Book QTT Observatory QTT Derivation Atlas QTT Lexicon The PDF is the default preview. The reconstruction ZIP contains the LaTeX and Markdown sources, immutable protocol seal, frozen prediction surface, activation templates, data schemas, blind classifier, three adversarial reviews, scientific and render audits, verification receipt, and SHA-256 manifest.

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Publication Details

Journal
Zenodo (CERN European Organization for Nuclear Research)
Published
2026-09-01
DOI
https://doi.org/10.5281/zenodo.22236546
Primary Topic
Quantum and electron transport phenomena
Type
preprint
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preprint

Same-Central-Effect Work-Quadrature Loop Preregistration: A Blind Circuit-QED Test of the QTT Access Intertwiner

Attar Ali
Zenodo (CERN European Organization for Nuclear Research)
Quantum and electron transport phenomena
preprint

Same-Central-Effect Work-Quadrature Loop Preregistration: A Blind Circuit-QED Test of the QTT Access Intertwiner

Attar Ali
preprint en

Abstract

Can one physical access gate control both extractable work and a closed phase-space commutator without retuning? This record seals a prospective circuit-QED test of the QTT Access Intertwiner. Its paper-native master equation is \[ \boxed{ \begin{aligned} w_j&:=\frac{\Delta\mathcal W_j}{\hbar\omega|\alpha|^2}=\eta_j,\\ \mathcal R_{jk}^{\rm QTT} &=(1-\eta_j)+\eta_j e^{J\phi_k},\\ \mathcal R_{jk}^{\rm QM}&=1,\\ \frac{\partial(\eta_j,\phi_k)} {\partial\mathcal R_{jk}^{\rm target}}&=0. \end{aligned}} \] A bosonic microwave mode is prepared in the symmetric ensemble \(|+\alpha\rangle\) or \(|-\alpha\rangle\). The preparation bit is written into an authenticated physical register. A randomized hardware route either makes that record available during the terminal window or keeps it unavailable until afterward. The work branch is a physical qualification. If the bit is available, a conditional displacement returns the mode to vacuum and the normalized gross energy drop is \(w_j=\eta_j\). Standard information thermodynamics and QTT both expect that row; it is not counted as QTT-exclusive evidence. The second branch is the discriminator. Four calibrated displacements form a closed phase-space group commutator. Ordinary canonical quantum mechanics predicts the same normalized geometric phase for every idle access setting. QTT predicts the exact complex surface \((1-\eta)+\eta e^{J\phi}\) from the same independently constructed central effect. Frozen design: five access settings: \(0,1/4,1/2,3/4,1\); four primary loop areas: \(\pi/4,\pi/2,3\pi/4,\pi\); positive and negative loop orientations; zero target-fitted QTT coefficients; one global complex-vector comparison under one frozen covariance; late-route, dummy-bit, matched-load, erasure, reversal, zero-area, state-transport, and complete-record controls. A theory verdict is legal only after an experiment-specific activation certificate freezes the physical effect, its complete terminal alphabet, the ordinary circuit model, all calibration quantities and covariances, crosstalk bounds, the work/loop route identity, and at least 90 percent power at a global one-sided five-sigma threshold before target data are opened. Status: STAGE-0 SEALED / PHYSICAL ACTIVATION PENDING / OBSERVATION PENDING. This is a test of a speculative new theory. No observation is claimed. Reader anchors: Observation as Access Artian Hamiltonian Framework QTT Main Book QTT Observatory QTT Derivation Atlas QTT Lexicon The PDF is the default preview. The reconstruction ZIP contains the LaTeX and Markdown sources, immutable protocol seal, frozen prediction surface, activation templates, data schemas, blind classifier, three adversarial reviews, scientific and render audits, verification receipt, and SHA-256 manifest.

Zenodo (CERN European Organization for Nuclear Research)
Reduced inequalities, Peace, Justice and strong institutions
Quantum and electron transport phenomena
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