Paper T18: Collapse Mechanics from Coherence Selection A Structural Resolution of Measurement in Holosphere Theory
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2025
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| _version_ | 1866901376309657600 |
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| author | Sarnowski, Michael |
| author_facet | Sarnowski, Michael |
| contents | <p><span dir="ltr">The measurement problem in quantum mechanics has long been a focal point of interpre-</span><br><span dir="ltr">tational debate, invoking wavefunction collapse, observer-induced decoherence, or many-worlds</span><br><span dir="ltr">bifurcation. Holosphere Theory offers a deterministic alternative: collapse emerges from struc-</span><br><span dir="ltr">tural coherence selection in a discrete angular lattice. Rather than invoking intrinsic randomness,</span><br><span dir="ltr">the apparent probabilistic nature of measurement arises from competition among coherence can-</span><br><span dir="ltr">didates, with only those configurations structurally compatible with the lattice strain geometry</span><br><span dir="ltr">reaching propagation viability. This paper formalizes collapse as a threshold-based phase res-</span><br><span dir="ltr">olution, governed by angular strain, triadic spin alignment, and vacancy defect migration. We</span><br><span dir="ltr">define a set of criteria for coherence acceptance and explain how these rules naturally suppress</span><br><span dir="ltr">incompatible branches without invoking stochasticity or external observers. The result is a local,</span><br><span dir="ltr">deterministic mechanism for measurement, in which coherence locking selects a single outcome</span><br><span dir="ltr">through phase compatibility and strain minimization.</span></p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_15806662 |
| institution | Zenodo |
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| publishDate | 2025 |
| publisher | Zenodo |
| record_format | zenodo |
| spellingShingle | Paper T18: Collapse Mechanics from Coherence Selection A Structural Resolution of Measurement in Holosphere Theory Sarnowski, Michael quantum measurement problem wave function collapse local realism collapse mechanics superdeterminism many worlds <p><span dir="ltr">The measurement problem in quantum mechanics has long been a focal point of interpre-</span><br><span dir="ltr">tational debate, invoking wavefunction collapse, observer-induced decoherence, or many-worlds</span><br><span dir="ltr">bifurcation. Holosphere Theory offers a deterministic alternative: collapse emerges from struc-</span><br><span dir="ltr">tural coherence selection in a discrete angular lattice. Rather than invoking intrinsic randomness,</span><br><span dir="ltr">the apparent probabilistic nature of measurement arises from competition among coherence can-</span><br><span dir="ltr">didates, with only those configurations structurally compatible with the lattice strain geometry</span><br><span dir="ltr">reaching propagation viability. This paper formalizes collapse as a threshold-based phase res-</span><br><span dir="ltr">olution, governed by angular strain, triadic spin alignment, and vacancy defect migration. We</span><br><span dir="ltr">define a set of criteria for coherence acceptance and explain how these rules naturally suppress</span><br><span dir="ltr">incompatible branches without invoking stochasticity or external observers. The result is a local,</span><br><span dir="ltr">deterministic mechanism for measurement, in which coherence locking selects a single outcome</span><br><span dir="ltr">through phase compatibility and strain minimization.</span></p> |
| title | Paper T18: Collapse Mechanics from Coherence Selection A Structural Resolution of Measurement in Holosphere Theory |
| topic | quantum measurement problem wave function collapse local realism collapse mechanics superdeterminism many worlds |
| url | https://doi.org/10.5281/zenodo.15806662 |