A One-Spaticle-Field Interpretation

Vijay Shankar Sharma

Independent Researcher, Gurugram, National Capital Region, India

2026

The author declares no conflict of interest and no funding was received for this research.

License: CC BY-NC-ND 4.0

Abstract

The present framework identifies the observed Higgs-class excitation with the radial resonance of the same Spaticle field that underlies the condensation framework. No second fundamental Higgs field is introduced. The normalized radial coupling and electroweak scale are derived from the condensation quantities, giving λ_H_vss = R₀/π² = 0.12903, v_vss = 6E_unit/α_vss = 245.565 GeV, and m_H_vss = 124.75 GeV/c².

1. One-field ontology

The Spaticle field is the underlying field. Matter and interaction states are organized excitations and condensations of that field. The observed H-class state [3,4] is its radial resonance rather than the quantum of an additional independently fundamental field.

2. Radial condensation

The radial condensation functional [1] is E(R) = A/R² + BR² + CR + D/R with A = 1/2, B = 0.56308, C = -1/3, D = 1, and R₀ = 1.27348221. The raw curvature is E″(R₀) ≈ 3.2352. The normalized electroweak radial coupling is λ_H_vss = 2AR₀/π² = R₀/π² = 0.12903.

3. Electroweak radial scale

The condensation energy unit is E_unit = mₚc²/π = 298.661 MeV. The electroweak radial scale is v_vss = 6E_unit/α_vss = 245.565 GeV.

4. H-class mass

The radial resonance mass is m_H_vss = v_vss√(2λ_H_vss) = 6mₚc²√(2R₀)/(π²α_vss) = 124.75 GeV/c². This derivation does not use the top-quark mass, the W mass, the Z mass, or the weak mixing angle as an input.

5. Relation to the electroweak sector

Within the same condensation architecture [2], m_Z_vss = π⁴mₚ and m_W_vss = 256M with M = mₚ/3 are obtained independently. Only after those two masses are fixed is sin²θ_W_vss calculated from 1 - (m_W_vss/m_Z_vss)². The H-class radial chain remains independent of that mass-ratio calculation.

6. Conclusions

The H-class state is therefore a radial resonance of one underlying Spaticle field. Its mass follows from the radial coupling λ_H_vss and scale v_vss, without a separate fundamental Higgs field and without using the top-quark or electroweak boson masses as inputs to the H-class mass formula.

References

[1] Sharma, V.S. (2026). The Origin of Matter, Antimatter and Fundamental Forces.

[2] Sharma, V.S. (2026). Unification of Particle Physics.

[3] ATLAS Collaboration (2012). Observation of a new particle in the search for the Standard Model Higgs boson with the ATLAS detector at the LHC. Physics Letters B, 716(1), 1–29.

[4] CMS Collaboration (2012). Observation of a new boson at a mass of 125 GeV with the CMS experiment at the LHC. Physics Letters B, 716(1), 30–61.

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