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2026
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| Accesso online: | https://doi.org/10.5281/zenodo.20026607 |
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| _version_ | 1866901348611522560 |
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| author | Муха, Анатолий |
| author_facet | Муха, Анатолий |
| contents | <h1>ANNOTATION </h1> <p>A powerful, high‑level, conceptually unified abstract of the entire ZEBTS framework</p> <p>This monograph develops a complete structural theory of physical reality — the χ‑Zero‑Entropy Background Theory of Structure (ZEBTS) — in which quantum phenomena, gravitation, cosmology, information, and the arrow of time emerge as different manifestations of a single χ‑geometric and χ‑spectral foundation. The work establishes a rigorous operator‑geometric framework where χ‑spectral modes, χ‑tensors, χ‑invariants, and χ‑flows define the fundamental architecture of physical systems across all scales.</p> <p>At the quantum level, the monograph proves that canonical quantization, commutation relations, propagators, vacuum structure, renormalization, and effective actions arise as classical limits of χ‑spectral dynamics. Standard quantum field theory is shown to be a limiting case of χ‑QFT under χ‑reduction, with χ‑operators converging to Klein–Gordon, Dirac, and gauge‑field operators.</p> <p>At the gravitational level, χ‑geometry yields the Einstein tensor, curvature, and vacuum equations as χ‑limits of χ‑tensors of second order. All vacuum solutions of general relativity — Minkowski, Schwarzschild, Kerr, FLRW, AdS, dS, Nariai, Bertotti–Robinson, Taub–NUT — are proven to be χ‑vacuum limits of χ‑structures. Black‑hole entropy emerges as the χ‑topological entropy of χ‑horizons.</p> <p>At the cosmological level, χ‑foam of the early Universe reduces to the FLRW metric; χ‑fluctuations generate the primordial power spectrum; χ‑invariants determine ΛCDM parameters; χ‑scale dynamics produce inflation; χ‑tensor and χ‑scalar modes reproduce the observed CMB structure. Nearly scale‑invariant spectra arise from χ‑scale symmetry.</p> <p>At the informational level, χ‑information is introduced as a fundamental structural quantity, independent of probability or ensembles. χ‑entropy is defined as a χ‑topological functional, and the χ‑arrow of time is shown to be the monotonic χ‑entropy gradient. Thermodynamic time, black‑hole entropy, and cosmological irreversibility emerge as classical limits of χ‑information dynamics.</p> <p>Finally, the monograph establishes the existence, uniqueness, and stability of χ‑Absolute — the universal fixed point of χ‑flow, the state of minimal χ‑entropy and maximal χ‑informational rigidity. χ‑Absolute is shown to be the ultimate attractor of χ‑evolution and the structural limit of physical reality.</p> <p>The result is a unified, mathematically rigorous, physically predictive theory in which quantum physics, gravitation, cosmology, information, and time are integrated into a single χ‑structural framework. Standard physics appears as the classical shadow of χ‑reality.</p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_20026607 |
| institution | Zenodo |
| language | |
| publishDate | 2026 |
| publisher | Zenodo |
| record_format | zenodo |
| spellingShingle | Явления квантовой физики в ZEBTS Муха, Анатолий <h1>ANNOTATION </h1> <p>A powerful, high‑level, conceptually unified abstract of the entire ZEBTS framework</p> <p>This monograph develops a complete structural theory of physical reality — the χ‑Zero‑Entropy Background Theory of Structure (ZEBTS) — in which quantum phenomena, gravitation, cosmology, information, and the arrow of time emerge as different manifestations of a single χ‑geometric and χ‑spectral foundation. The work establishes a rigorous operator‑geometric framework where χ‑spectral modes, χ‑tensors, χ‑invariants, and χ‑flows define the fundamental architecture of physical systems across all scales.</p> <p>At the quantum level, the monograph proves that canonical quantization, commutation relations, propagators, vacuum structure, renormalization, and effective actions arise as classical limits of χ‑spectral dynamics. Standard quantum field theory is shown to be a limiting case of χ‑QFT under χ‑reduction, with χ‑operators converging to Klein–Gordon, Dirac, and gauge‑field operators.</p> <p>At the gravitational level, χ‑geometry yields the Einstein tensor, curvature, and vacuum equations as χ‑limits of χ‑tensors of second order. All vacuum solutions of general relativity — Minkowski, Schwarzschild, Kerr, FLRW, AdS, dS, Nariai, Bertotti–Robinson, Taub–NUT — are proven to be χ‑vacuum limits of χ‑structures. Black‑hole entropy emerges as the χ‑topological entropy of χ‑horizons.</p> <p>At the cosmological level, χ‑foam of the early Universe reduces to the FLRW metric; χ‑fluctuations generate the primordial power spectrum; χ‑invariants determine ΛCDM parameters; χ‑scale dynamics produce inflation; χ‑tensor and χ‑scalar modes reproduce the observed CMB structure. Nearly scale‑invariant spectra arise from χ‑scale symmetry.</p> <p>At the informational level, χ‑information is introduced as a fundamental structural quantity, independent of probability or ensembles. χ‑entropy is defined as a χ‑topological functional, and the χ‑arrow of time is shown to be the monotonic χ‑entropy gradient. Thermodynamic time, black‑hole entropy, and cosmological irreversibility emerge as classical limits of χ‑information dynamics.</p> <p>Finally, the monograph establishes the existence, uniqueness, and stability of χ‑Absolute — the universal fixed point of χ‑flow, the state of minimal χ‑entropy and maximal χ‑informational rigidity. χ‑Absolute is shown to be the ultimate attractor of χ‑evolution and the structural limit of physical reality.</p> <p>The result is a unified, mathematically rigorous, physically predictive theory in which quantum physics, gravitation, cosmology, information, and time are integrated into a single χ‑structural framework. Standard physics appears as the classical shadow of χ‑reality.</p> |
| title | Явления квантовой физики в ZEBTS |
| url | https://doi.org/10.5281/zenodo.20026607 |