A Deterministic Interpretation of Wavefunction Collapse via 3D Temporal Projection

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Auteur principal: huang, tsung-jen
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Publié: Zenodo 2026
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_version_ 1866901064880488448
author huang, tsung-jen
author_facet huang, tsung-jen
contents <p>This paper presents a geometric solution to the measurement problem in quantum mechanics.</p> <p>By extending the temporal dimension from a 1D scalar to a 3D vector manifold</p> <p>R<span>3</span>, we define wavefunction collapse as a deterministic projection loss during the interaction</p> <p>between a high-dimensional quantum system and a 1D-time macroscopic observer. We derive</p> <p>the Huang Decoherence Bound to predict residual phase jitter in near-zero temperature</p> <p>environments.</p>
format Recurso digital
id zenodo_https___doi_org_10_5281_zenodo_18940280
institution Zenodo
language
publishDate 2026
publisher Zenodo
record_format zenodo
spellingShingle A Deterministic Interpretation of Wavefunction Collapse via 3D Temporal Projection
huang, tsung-jen
quantum mechnaics
6D spacetime
wavefuction collapse
3D time
<p>This paper presents a geometric solution to the measurement problem in quantum mechanics.</p> <p>By extending the temporal dimension from a 1D scalar to a 3D vector manifold</p> <p>R<span>3</span>, we define wavefunction collapse as a deterministic projection loss during the interaction</p> <p>between a high-dimensional quantum system and a 1D-time macroscopic observer. We derive</p> <p>the Huang Decoherence Bound to predict residual phase jitter in near-zero temperature</p> <p>environments.</p>
title A Deterministic Interpretation of Wavefunction Collapse via 3D Temporal Projection
topic quantum mechnaics
6D spacetime
wavefuction collapse
3D time
url https://doi.org/10.5281/zenodo.18940280