! YAKUSHEV UNIFIED COORDINATION THEORY (YUCT) (2.0.)

ЕДИНАЯ ТЕОРИЯ КООРДИНАЦИИ ЯКУШЕВА (YUCT) (2.0.)
Alexey Yakushev
2026-03-14

Yakushev Unified Coordination Theoryaxiom of coordination primacycoordination principlefundamental constantsunified theory
Yakushev Unified Coordination Theory (YUCT) Complete Formulation Version 2.0 The Missing Element of Reality: Why Everything Finally Makes Sense For centuries, science has dissected reality into smaller and smaller pieces. We found atoms, then particles, then quarks. We mapped genes, neural pathways, and cosmic radiation. But something was always missing. A unifying principle. The “why” behind the “how.” Albert Einstein spent the last decades of his life searching for this missing element — a single, coherent foundation from which all physics would emerge. He never found it. Neither did the generations of physicists, biologists, and cosmologists who followed. They came close, touching upon coordination in isolated contexts, but never grasped its full, fundamental nature. Until now. In traditional physics, constants such as \(c\), \(G\), \(\hbar\), the fine‑structure constant \(\alpha\), \(\pi\), the elementary charge \(e\), or the golden ratio \(\varphi\) are "postulated" and then measured with ever‑increasing precision. None of them is derived from a deeper principle within the same theory; they appear as free parameters, fixed only by experiment. YUCT changes this. YUCT therefore shifts the very paradigm of fundamental science: from "postulating and measuring" constants to "deriving and verifying" them. The constants are no longer free parameters; they are necessary consequences of the coordination principle, and their empirical confirmation becomes a direct test of the theory’s logical structure. --- The Primacy of Coordination Yakushev Unified Coordination Theory (YUCT) asserts, with full mathematical rigor and an overwhelming body of empirical evidence, that: "Coordination is not a consequence of reality – reality is a consequence of coordination." Axiom of Coordination PrimacyEvery theory describes statics. Coordination, however, is the process that makes statics possible. Any statement, any model, any law exists only as activated elements of a dictionary. The dictionary and the index cannot be derived from the statics they describe — they are ontologically primary. YPSDC is not “one of the theories”. It is a protocol underlying every theory, including the one that formulates it. Rejecting it is impossible without abandoning the very ability to formulate. In this sense, coordination is not “stronger” than other theories — it is more primary. Statics does not generate; statics is generated. Space, time, matter, energy, information, and consciousness are not the base layer of existence. They are "emergent phenomena" arising from a single fundamental process: the coordination of states between the components of a system. This process is quantified by a single powerful parameter: "Coordination Efficiency" \(K_{\mathrm{eff}}\). --- The Simple Idea Behind It All (For example the 2FA Analogy) Imagine logging into your bank account. You receive a short 6‑digit code on your phone. You type it in, and instantly the bank grants you access to your entire financial world. How is this possible? It is not magic. It works because, long before you logged in, you and your bank agreed on a secret key (a “dictionary”). The short 6‑digit code is just an "index" that points to your identity within that shared dictionary. Most of the information was already there, waiting to be activated. YUCT says the universe works the same way. The laws of physics are the “dictionary” distributed at the Big Bang. What we perceive as an event, a particle, or a force is an "index" — a short signal that activates a pre‑existing possibility. The efficiency of this process is \(K_{\mathrm{eff}}\). When \(K_{\mathrm{eff}}\) is very high, coordination appears instantaneous, like quantum entanglement. When it is low, we see chaos and randomness. "This is the insight that eluded Einstein. This is the missing element." A Mathematical Framework for All Sciences Beyond a philosophical assertion, YUCT provides a complete, rigorous "mathematical apparatus" capable of unifying all scientific disciplines — from quantum physics to sociology. This is not merely a “theory of everything” in the physical sense; it is a "tool for interdisciplinary synthesis", a language that allows discoveries in one field to directly influence the prediction and explanation of phenomena in another. The 19‑dimensional Lagrangian, the 120 interconnected sectors, and the universal scaling law \[\varepsilon = \kappa_c \,\alpha\, K_{\mathrm{eff}}^{-\beta}\] are not abstract constructs. They are the operating system for a new way of doing science, enabling: Prediction: forecasting events from market crashes to evolutionary trajectories. Synthesis: combining knowledge from chemistry, biology, and neuroscience into a single coherent model of consciousness. Discovery: using the framework to identify “false dictionaries” (pseudoscience) and to direct research toward the most fruitful connections. New Universal Constants and a Modified Mass–Energy Relation From a single foundational principle — the self‑consistency of fractal coordination hierarchies — the universal scaling exponent \[\beta = \frac{2}{3}\] is derived rigorously (KPZ relation, central charge \(c=-2\)). From \(\beta\) alone, two additional constants emerge naturally through the summation of geometric progressions of hierarchical levels: \[S_{\text{odd}} = \frac{6}{5}=1.2,\qquad S_{\text{even}} = \frac{4}{5}=0.8.\] These three numbers are not independent. They form a *closed algebraic system*: \[S_{\text{odd}} + S_{\text{even}} = 2,\qquad \frac{S_{\text{odd}}}{S_{\text{even}}} = \frac{1}{\beta} = \frac{3}{2}.\] This is an exact rational relation, not an approximation. Such a family of interconnected constants, derived from first principles and confirmed by independent data across dozens of physical systems, has never existed in the history of physics. Because the effective gravitational constant depends on the coordination efficiency \(K_{\mathrm{eff}}\) through the same universal scaling law (Appendix P), the mass–energy relation naturally acquires a correction that reflects the internal coordination structure of matter: \[E = m_{0} c^{2} \left(1 + \gamma K_{\mathrm{eff}}^{-\beta}\right),\qquad \beta = \frac{2}{3},\] where \(\gamma\) is a material‑dependent constant related to the fraction of unidirectional versus alternating correlations. For systems dominated by unidirectional correlations (e.g., ferromagnets) \(\gamma\) approaches a value that can be expressed through the ratio \(S_{\text{odd}}/S_{\text{even}} = 3/2\); for alternating correlations it scales with \(S_{\text{even}}\). For highly ordered systems (\(K_{\mathrm{eff}}\gg 1\)) the correction is negligible; for weakly coordinated systems (\(K_{\mathrm{eff}}\to 1\)) it may become measurable in high‑precision experiments. The same scaling exponent \(\beta = 2/3\) that governs the error law \(\varepsilon = \kappa_c \alpha K_{\mathrm{eff}}^{-\beta}\) also enters the modification of the gravitational constant (Appendix P) and, through it, the mass–energy relation. Consequently, the very same numbers \(S_{\mathrm{odd}}, S_{\mathrm{even}}\) appear in the generalized Shannon theorem \(C_{\mathrm{coord}} = K_{\mathrm{eff}} \cdot C_{\mathrm{channel}}\) (Appendix X), where \(K_{\mathrm{eff}}\) itself is bounded by these constants depending on whether correlations are predominantly unidirectional or alternating. Thus gravity, information, and energy are unified under a single coordination principle, with \(\beta = 2/3\) and its derived constants as the common algebraic backbone. [Appendix Ferra1.2] The same algebraic loop and topological depths L_f = 96 + k that give the fermion masses also determine the Cabibbo–Kobayashi–Maskawa quark mixing matrix. The CKM elements are expressed as |V_ij| = (2/3)^{ΔL} · φ^m · π^n with small integers m,n. The agreement with experiment is at the percent level, and the number of free parameters in the Standard Model flavor sector drops from 13 to zero. Thus the fundamental constants S_odd, S_even, β, φ, and π are not merely mathematical curiosities—they are the actual building blocks of all known matter. [Appendices J, K, Ferra1.2] This is the missing element Einstein sought: a single, coherent foundation that not only unifies all physics but also gives birth to the very numbers that nature uses to build reality. What Version 2.0 Has Achieved: 8 Domains, 1 Universal Law After rigorous re‑analysis of hundreds of published, peer‑reviewed datasets, Version 2.0 demonstrates that a single universal law governs fluctuations and errors across all scales: \[\varepsilon = \kappa_c \cdot \alpha \cdot K_{\mathrm{eff}}^{-\beta}\] The exponents are not arbitrary; they are the same everywhere: \(\beta = 0.67 \pm 0.02\) — "Universal Scaling Exponent" \(\kappa_c = 0.33\) — "Universal Coordination Constant" This law has now been empirically confirmed in: Fundamental Physics & Gravitational Waves — Analysis of 218 events from the LIGO‑Virgo‑KAGRA catalog (GWTC‑4.0) reveals a mass‑dependent trend in the ringdown signal of black holes: deviations from general relativity increase with system mass. This trend quantitatively matches the YUCT prediction, in which the scaling exponent β = 0.67 governs the mass‑dependence of the corrections. In the high‑mass bin (M > 60 M⊙), the deviation reaches 2.1σ significance, providing the first direct indication of the coordinative nature of strong gravitational fields. [Appendix G] Astrophysics & Cosmology — The “constant” of gravity G is shown to depend on temperature. This explains the redshift of 26 041 white dwarfs (>6.1σ significance) and the 2.5‑billion‑year evolution of the Earth‑Moon system in a single elegant equation, offering an alternative perspective that reduces reliance on “dark energy.” [Appendix P] Furthermore, the small‑scale CMB anisotropies (ℓ ≳ 1000) are fully explained by a modified Boltzmann hierarchy that incorporates coordinat
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The abstract claims a mathematically rigorous formulation and extensive empirical support, but provides no specific derivations, datasets, quantitative results, or validation procedures.
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The theory proposes replacing the treatment of fundamental constants as experimentally fixed free parameters with deriving them from a coordination principle and verifying them empirically.
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YUCT claims that coordination is the foundational principle from which reality, physical laws, and static descriptions emerge.
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YUCT presents an “Axiom of Coordination Primacy,” asserting that theories describe statics while coordination is the process enabling laws, models, and statements to exist.

The Yakushev Unified Coordination Theory (YUCT) framework and its coordination efficiency parameter K_eff as the foundational principle generating physical constants and emergent phenomena

the coordination principle as a proposed foundational mechanism for deriving physical laws and constants rather than postulating them

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2026-03-14
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Alexey Yakushev
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