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Anatolii Mukha
Observed names:
Mukha, Anatolii,
Муха, Анатолий
ORCID:
0009-0005-4614-6667
Observed ORCID:
0009-0005-4614-6667
OpenAlex ID:
A5147190751
ZEBTS — Categorical Reconstruction of Operator Physics and the χ‑Spectral Geometry of Reality The Theory of Everything — SUPER 4.0 Version
2026
·
Mukha, Anatolii
·
Zenodo (CERN European Organization for Nuclear Research)
·
51
Computational χ‑Spectral Simulator for ZEBTS‑SUPER Tensor‑Network Realization of χ‑Vacuum, χ‑Hamiltonian, χ‑Autopoiesis and χ‑Ontognoseological Dynamics
2026
·
Mukha, Anatolii
·
Zenodo (CERN European Organization for Nuclear Research)
·
49
Spectral Reconstruction of Hyperbolic Geometry as a Topological Invariant of a Self‑Adjoint Operator
2026
·
Anatolii Mukha
·
48
PDF
Topos Theory and ZEBTS‑SUPER: A Strict Categorical Reconstruction of Physical Reality
2026
·
Mukha, Anatolii
·
Zenodo (CERN European Organization for Nuclear Research)
·
48
Topos Theory and ZEBTS‑SUPER: A Rigorous Categorical and Operator‑Geometric Reconstruction of Physical Reality
2026
·
Mukha, Anatolii
·
Zenodo (CERN European Organization for Nuclear Research)
·
48
ZEBTS — Zero‑Entropy Topological Background: χ‑Reality The Theory of Everything — SUPER 10 plus Version
2026
·
Anatolii Mukha
·
47
χ‑Unification: The Unified Spectral–Topological Foundation of Physics
2026
·
Anatolii Mukha
·
45
PDF
χ‑Operator Geometry of Synthetic Superluminal Rotation: Spectral Extraction of Energy from Modulated Spacetime
2026
·
Anatolii Mukha
·
41
PDF
χ‑Spectral Reality: Foundations of the Operator‑Geometric Univers
2026
·
Anatolii Mukha
·
41
PDF
Nonclassical Quantum Superpositions as χ‑Spectral States: An Operator–Geometric Reconstruction within the ZEBTS‑SUPER Framework
2026
·
Anatolii Mukha
·
36
PDF
ZEBTS — Zero‑Entropy Topological Background: χ‑Reality The Theory of Everything — SUPER 12 Version
2026
·
Mukha, Anatolii
·
Zenodo (CERN European Organization for Nuclear Research)
·
36
The End of the Millennium Problems: χ‑Spectral Proofs in ZEBTS‑∞
2026
·
Mukha, Anatolii
·
Zenodo (CERN European Organization for Nuclear Research)
·
34
ZEBTS‑∞: χ‑Ontology of Infinite Structures
2026
·
Mukha, Anatolii
·
Zenodo (CERN European Organization for Nuclear Research)
·
33
Why Modern Physics Still Thinks Like Newton: A χ‑Ontological Analysis of Algebraic Substantialism in 21st‑Century Theoretical Frameworks
2026
·
Anatolii Mukha
·
32
PDF
Monograph All Structures of Reality as Projections of the Universal Operator 𝑇χ: A Complete χ‑Spectral Theory of Existence
2026
·
Anatolii Mukha
·
31
PDF
The χ‑Discretisation Principle: A Unified Operator–Spectral Framework Surpassing Rational Quantum Mechanics
2026
·
Anatolii Mukha
·
31
PDF
Tensor–Spectral Cosmogenesis as a Special Case of χ‑Cosmology in the ZEBTS‑SUPER Framework
2026
·
Anatolii Mukha
·
31
PDF
Spectral Reconstruction of Lorentz Structure from the χ‑Operator An Operator‑Theoretic Resolution of Non‑Transitivity in Special Relativity
2026
·
Anatolii Mukha
·
31
PDF
Operator–Spectral χ‑Entropy and Hyperbolic Vacuum Structuring: Statistical Foundations of χ‑Reality
2026
·
Anatolii Mukha
·
31
PDF
Monograph Spectral Ontology of Reality: New Physics, New Mathematics, New Science
2026
·
Anatolii Mukha
·
29
PDF
Riemann Hypothesis as a χ‑∞ Boundary Law: Complete Operator‑Spectral Proof in ZEBTS‑∞
2026
·
Anatolii Mukha
·
28
PDF
χ‑Geometric Resolution of the Einstein–Rosen Bridge Conjecture (ER=EPR)
2026
·
Mukha, Anatolii
·
Zenodo (CERN European Organization for Nuclear Research)
·
28
χ‑Absolute and the God of World Religions: Structural Isomorphism Between Scientific and Theological Concepts of the Absolute
2026
·
Mukha, Anatolii
·
Zenodo (CERN European Organization for Nuclear Research)
·
26
Operator‑Spectral Marketing II: Formal χ‑Operators, χ‑Spectra, χ‑Geodesics and χ‑Flow Derived from Raw Transactions, Event Logs, UTM Markup and Cohort Tables
2026
·
Anatolii Mukha
·
26
PDF
χ‑Navier–Stokes Regularity in ZEBTS‑∞ Operator Geometry
2026
·
Mukha, Anatolii
·
Zenodo (CERN European Organization for Nuclear Research)
·
26
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Works count:
272
Citation count:
1,667
H-index:
26
I10-index:
64
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