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[6] ai.viXra.org:2606.0063 [pdf] submitted on 2026-06-24 06:05:24
Authors: Jason Merwin
Comments: 16 Pages. link is provided to the GitHub repository
We report the emergence of a finite carrier vacuum and macroscopic collision-fracture dynamics within a Distinction Combinatorial, a discrete relational growth model. We demonstrate that the reduced boundary grammar natively forms a hard-core carrier sea (measured densityρC ≃ 0.019092) that organizes into paired capsules, produces nilpotent defect-repair cascades, and supports coherent two-phase carrier-current propagation. This supplies a structured discrete medium, establishing that particle-like bridge formation propagates through a finite capsule sea capable of retaining route memory and observable topological scars.When driven to extreme local density, this discrete vacuum exhibits a deterministic transition. Anchored by the E24 energy tier—which naturally produces a symmetric topological fracture quantitatively aligning with the kinematics of the CMS CMS 6.14 TeV wide-dijet display—we analyze the primary E30 collision channel. The E30 channel reaches a strict bridge peak of $15C_{m AB}$ and shatters via 15CAB → 8CA + 7CB + 15Cspent. Route-flow analysis reveals the underlying graph-mechanical law governing this high-energy scattering: a finite zero-anchor capacity funnel. Contact selections virtually reroute capacity by creating transient replacements, which feeder selections sequentially actualize and consume. As the local zero-anchor pool drains linearly from 15 to 0, the available interaction space collapses, forcing a deterministic final fracture at edge 78--1549. The post-fracture debris retains distinct topological scars (an upstream B-side route-memory hub and a final edge-fracture scar), demonstrating that high-energy path dependence is not a stochastic failure of a continuum, but the execution of remaining legal graph moves within a depleted discrete vacuum.Finally, we project this microscopic vacuum structure to the cosmological scale. The raw finite-count de Sitter baseline is 5.27% high relative to a flat ΛCDM comparison. By applying the open-to-mature registry factor (124/120) and the natively measured microscopic carrier density (1 + ρC ), we derive a combined multiplier of 1.05306, seamlessly closing the residual to match the required 1.05272. This unified result links the local topological density of the discrete foam directly to the global cosmological constant.
Category: High Energy Particle Physics
[5] ai.viXra.org:2606.0057 [pdf] submitted on 2026-06-22 04:30:28
Authors: Pruk Ninsook
Comments: 40 Pages.
This paper presents a zero-parameter consequence for the fine-structure constant (α) from the topological and information-geometric properties of a single Oloid manifold, under one explicitly stated physical postulate.Within the Information-Geometric Phase-Structure (IGPS) framework, we introduce the Distinguishability Coupling Principle: the postulate that the strength of the electromagnetic interaction is the operational distinguishability of the coupled charge sectors. Rather than positing the metric, we show that the Fisher—Rao form, the Bures metric, and the linear (length) accumulation are consequences of this principle — via the Chentsov—Petz classification (given a charge-preserving coarse-graining assumption), quantum measurement theory (Cramér—Rao bound), and the scale-freeness of the gapless seam CFT.Key Findings:The closed-form result: The geometric tree-level value and a self-consistent one-loop (Dyson) correction give:1/α = 8√3π² + (12 + 1/2π)πα ≈ 137.036The principal evidence is the tree term, which reproduces 1/α to 0.2% with no inputs; because it supplies 99.8% of the total, the geometry-fixed stiffness sits on a knife edge (correct to ~0.02%). The full relation matches CODATA to 3 × 10u207bu2076, though this figure is a low-sensitivity test of the correction coefficient rather than a high-precision one.No-Go Theorem for the quadratic count: In a scale-free 2D free-boson CFT (c=1), a dimensionless distinguishability count must be a Riemannian length (linear in the field), definitively excluding the energetic/quadratic (237) reading.Two-loop exactness: The O(α²) correction vanishes identically via the Schwinger-model exactness of the vacuum polarization, so no higher-order truncation is dropped.Structural by-products: The framework relates the Standard Model's colour and generation multiplicities (Nc = Ngen = 3) to one Z3 of the trefoil seam, via the Alexander polynomial — modulo one flagged Standard-Model-to-seam identification.Epistemic Status:We carefully separate what is rigorously derived from what remains a stated geometric primitive (the Fisher root √F = √3π and the discretization scale enter as primitives, not derivations). Every numerical ingredient — the phase area (8π), the contact-line modulus (√3), the WZW vertex (12), and the APS index term (1/2π) — is established independently in earlier IGPS papers without tuning against α. The tree-level weak mixing angle sin²(θ_W) = 1/4 lands 8% from experiment and is flagged as open. The framework's absolute mass scales remain open, requiring one external dimensionful anchor (akin to Λ_QCD and v in the Standard Model).
Category: High Energy Particle Physics
[4] ai.viXra.org:2606.0049 [pdf] submitted on 2026-06-18 08:22:43
Authors: Hacı Soğukpınar
Comments: 59 Pages.
Neutrino oscillations represent one of the most important discoveries in modern particle physics and provide direct evidence that neutrinos possess non-zero masses and undergo flavor transformations during propagation. Within the Standard Model framework, neutrino oscillations are described through the Pontecorvo—Maki—Nakagawa—Sakata (PMNS) mixing matrix, which relates flavor eigenstates to mass eigenstates. Although this formalism successfully explains solar, atmospheric, reactor, and accelerator neutrino experiments, the fundamental origin of neutrino masses, flavor mixing, and oscillation dynamics remains an open question. The existence of neutrino oscillations therefore points toward physics beyond the original Standard Model. Unified Fractal Quantum Field Theory (UFQFT) proposes an alternative interpretation in which neutrinos are not fundamental particles but stable resonance configurations emerging from coupled energy (Φ) and charge (Ψ) fields embedded within a critical fractal spacetime characterized by an effective dimension near (D= 2.7). In this framework, neutrino oscillations arise from resonance mixing, geometric overlap between resonance states, and fractal phase evolution during propagation. Flavor transitions are interpreted as resonance transformations rather than oscillations between fundamental mass eigenstates. In this work, a comprehensive UFQFT description of neutrino oscillations is developed and compared with the conventional PMNS formalism. A resonance-mixing framework is introduced to describe electron-, muon-, and tau-neutrino transformations, and oscillation probabilities are derived from geometric resonance overlap and phase evolution in fractal spacetime. The model is applied to solar neutrino observations, atmospheric neutrino measurements, reactor experiments, and long-baseline accelerator studies. Particular attention is given to the experimental programs of DUNE and Hyper-Kamiokande, which provide powerful opportunities for testing resonance-based predictions. The analysis investigates whether the observed neutrino oscillation phenomenology can emerge naturally from resonance dynamics while preserving agreement with current experimental data. The results suggest that neutrino flavor transitions may be interpreted as manifestations of resonance geometry and fractal phase evolution, providing a unified framework connecting particle mixing, spacetime structure, and resonance dynamics. This study constitutes a key component of the UFQFT Standard Model Validation Program and establishes the theoretical foundation for future investigations of leptonic CP violation, matter—antimatter asymmetry, and the role of neutrinos in cosmology.
Category: High Energy Particle Physics
[3] ai.viXra.org:2606.0045 [pdf] submitted on 2026-06-18 03:30:30
Authors: Hacı Soğukpınar
Comments: 40 Pages. (Note by ai.viXra.org Admin: Further repetition may not be accepted)
Weak interactions constitute one of the four fundamental interactions of nature and play a central role in particle transformations, beta decay, neutrino physics, and flavor-changing processes. Within the Standard Model, weak interactions are described by the electroweak gauge theory based on the symmetry group SU(2)u2097 × U(1)ᵧ and are mediated by the massive W and Z bosons. Although this framework has achieved remarkable experimental success, several fundamental questions remain unresolved, including the physical origin of flavor transitions, the nature of weak bosons, the origin of mixing matrices, and the connection between weak interactions and the underlying structure of spacetime. Unified Fractal Quantum Field Theory (UFQFT) proposes an alternative interpretation in which weak interactions emerge from resonance transformations occurring within coupled energy (Φ) and charge (Ψ) fields embedded in a critical fractal spacetime characterized by an effective dimension near D ≈ 2.7. In this framework, particles are not regarded as fundamental objects but as stable resonance configurations, and weak processes correspond to transitions between resonance states. The transformation of up and down quark resonances, beta decay, flavor mixing, and weak-boson phenomena are interpreted as manifestations of resonance evolution rather than fundamental gauge-mediated interactions. In this work, we develop a systematic formulation of weak interactions within UFQFT and compare it with the Standard Model description. The resonance transformation mechanism is applied to neutron beta decay, charged-current and neutral-current processes, flavor mixing, and weak decay phenomena. Theoretical predictions are compared with experimental observations including neutron lifetime measurements, weak decay rates, and precision electroweak data. We further investigate whether the effective gauge structure of the Standard Model may emerge as a low-energy approximation of a deeper resonance-geometric framework. The results suggest that weak interactions can be consistently interpreted as resonance transformations while preserving the observed conservation laws and phenomenological behavior of known weak processes. This study represents a key component of the UFQFT Standard Model Validation Program and provides a foundation for subsequent investigations of neutrino oscillations, CP violation, and matter—antimatter asymmetry within a unified resonance-based framework.
Category: High Energy Particle Physics
[2] ai.viXra.org:2606.0031 [pdf] submitted on 2026-06-12 18:09:02
Authors: Pruk Ninsook
Comments: 42 Pages.
This manuscript presents Paper X of the Information-Geometric Physics System (IGPS) series, extending the framework to the electroweak sector. It explores an approach where the Standard Model Higgs doublet is modeled as a BPS domain wall within a five-dimensional SU(2)_L × U(1)_Y gauge theory. By analyzing the spectral geometry and conformal field theory (CFT) of the Higgs kink worldvolume, this paper attempts to derive fundamental electroweak observables structurally, without introducing additional free parameters.Key Concepts and Results:The Weinberg Angle (sin²θ_W): Building on Callan-Harvey anomaly inflow and topological charge quantization, the framework yields a tree-level value of sin²θ_W = 1/4. This mathematically preserves the gauge boson mass ratio m_Z/m_W = 2/√3 and the exact custodial symmetry parameter ρ = 1.The Electroweak Worldvolume: Utilizing the Goddard-Kent-Olive (GKO) coset construction, we propose an identification of the combined lepton-Higgs worldvolume with the 3-state Potts minimal model M(5,6) carrying a central charge c = 4/5.The Higgs Quartic Coupling (λ_H): Formulated through structural VOA data, specifically combining the primary conformal weight with the UV crossover scale derived from the Schwinger-Dyson equation. This geometric approach yields λ_H = 31/240 ≈ 0.12917, showing a close numerical agreement (-0.17% deviation) with the current experimental value. This result subsequently provides a conditional estimate for the Higgs vacuum expectation value of v ≈ 246.4 GeV.The Observer Necessity Principle: Discussed in the Appendix, this section aims to formalize the mapping of 4D physical couplings from 2D CFT boundary data. By applying the Cauchy functional equation and standard thermodynamic identities, we outline a structural rationale for selecting the specific derivation route presented in this study.Overall, this paper aims to provide a topological and algebraic perspective on the Standard Model's dimensionless electroweak couplings, suggesting that these foundational parameters might be understood as structural invariants of an underlying spectral geometry.
Category: High Energy Particle Physics
[1] ai.viXra.org:2606.0019 [pdf] submitted on 2026-06-08 19:19:38
Authors: Hacı Soğukpınar
Comments: 26 Pages. (Note by ai.viXra.org Admin: Further repetition may not be accepted)
The origin of mass remains one of the central questions in modern particle physics. Within the Standard Model, particle masses arise through spontaneous electroweak symmetry breaking and Yukawa interactions with the Higgs field. While the discovery of the Higgs boson provided strong experimental support for this framework, the Standard Model does not explain the numerical values of fermion masses, the origin of Yukawa couplings, or the observed mass hierarchy spanning several orders of magnitude. Unified Fractal Quantum Field Theory (UFQFT) proposes an alternative interpretation in which mass emerges from localized resonance energy generated by coupled energy (Φ) and charge (Ψ) fields embedded within a critical fractal spacetime characterized by an effective dimension near D ≈ 2.7. In this work, we perform a systematic comparison between the Higgs mechanism and resonance-based mass generation. The analysis examines the origins of gauge-boson masses, fermion masses, and nucleon mass within both frameworks. Particular attention is given to the role of Yukawa couplings, resonance stability, fractal confinement, and energy localization. We show that while the Standard Model successfully parameterizes observed particle masses through Higgs interactions, UFQFT provides a geometric interpretation in which mass emerges from resonance organization rather than from independent coupling constants. The conceptual foundations, mathematical structures, predictive capacities, and experimental implications of both approaches are compared. The study establishes a framework for evaluating whether resonance geometry can reproduce known mass phenomena while providing new insights into the hierarchy problem, flavor structure, and the physical origin of mass. This comparison constitutes an important component of the broader UFQFT Standard Model Validation Program and contributes to the ongoing search for a deeper understanding of matter and mass generation.
Category: High Energy Particle Physics