Spectral Selection Rule I: A Unified Framework from Anyon Models to Cosmological Observables
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2026
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| author | zhou, changzheng zhou, ziqing |
| author_facet | zhou, changzheng zhou, ziqing |
| contents | <p>This paper constructs a unified cosmological framework with topological-order<br>spontaneous breaking as its dynamical core. The central idea is that the low-energy<br>properties of the universe are not determined by continuously tunable free parame<br>ters, but are the rigid output of six conserved topological charges produced during<br>the dimensionalization and temporalization breaking of a pre-geometric topological<br>mother theory. These six integer quantum numbers—the conformal charge Z, the<br>higher-dimensional index Y , the fusion charge T, the complexity charge C, the time<br>charge W, and the chiral charge X—respectively encode the self-consistency of low<br>energy physics, spacetime stability, anyon universality, quantum computability, the<br>strength of the arrow of time, and the mechanism of matter origin. Through the<br>dimension-topological-charge variational principle, the real universe corresponds to<br>a symmetry-breaking path that minimizes an effective action, thereby transform<br>ing the construction of cosmological models from passive classification into active<br>dynamical selection. This paper presents the complete algebraic construction, the<br>physical outputs, a computable variational screening algorithm, and three inde<br>pendent experimental verification paths, opening a new paradigm from “landscape<br>selection” to “structure construction” for the testability of quantum gravity theo<br>ries.</p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_20097138 |
| institution | Zenodo |
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| publishDate | 2026 |
| publisher | Zenodo |
| record_format | zenodo |
| spellingShingle | Spectral Selection Rule I: A Unified Framework from Anyon Models to Cosmological Observables zhou, changzheng zhou, ziqing topological order; anyon models; spectral invariants; quantum gravity; arrow of time; chiral symmetry; extra dimensions; holographic duality; modular tensor category; spontaneous symmetry breaking. <p>This paper constructs a unified cosmological framework with topological-order<br>spontaneous breaking as its dynamical core. The central idea is that the low-energy<br>properties of the universe are not determined by continuously tunable free parame<br>ters, but are the rigid output of six conserved topological charges produced during<br>the dimensionalization and temporalization breaking of a pre-geometric topological<br>mother theory. These six integer quantum numbers—the conformal charge Z, the<br>higher-dimensional index Y , the fusion charge T, the complexity charge C, the time<br>charge W, and the chiral charge X—respectively encode the self-consistency of low<br>energy physics, spacetime stability, anyon universality, quantum computability, the<br>strength of the arrow of time, and the mechanism of matter origin. Through the<br>dimension-topological-charge variational principle, the real universe corresponds to<br>a symmetry-breaking path that minimizes an effective action, thereby transform<br>ing the construction of cosmological models from passive classification into active<br>dynamical selection. This paper presents the complete algebraic construction, the<br>physical outputs, a computable variational screening algorithm, and three inde<br>pendent experimental verification paths, opening a new paradigm from “landscape<br>selection” to “structure construction” for the testability of quantum gravity theo<br>ries.</p> |
| title | Spectral Selection Rule I: A Unified Framework from Anyon Models to Cosmological Observables |
| topic | topological order; anyon models; spectral invariants; quantum gravity; arrow of time; chiral symmetry; extra dimensions; holographic duality; modular tensor category; spontaneous symmetry breaking. |
| url | https://doi.org/10.5281/zenodo.20097138 |