Establishes a geometric theory unifying gravity, gauge forces, and dissipation in higher-dimensional spacetime, suggesting new insights into mass and dynamics.
Starting from the unified action of the order parameter field in 4+d_G-dimensional space, this paper establishes a complete geometric theory encompassing gravity, gauge forces, and dissipation. The external spacetime and internal space are on equal footing as substructures of order parameter field space. Gauge symmetry arises from the internal space isometry group. A higher-dimensional coupling constant λ (dimension L) is introduced, unifying all metric blocks and connection components dimensionally. λ exhibits multiple identities—geometric scale, dynamical ratio g/M, and gravitational scale √(κ/2)·𝒩_G-1/2—whose equivalence yields the mass formula M = g√(2/κ)·𝒩_G1/2, revealing the geometric origin of inertial mass. Key results include rigorous geometrization of gauge forces via mixed connection, closed-loop internal-external geodesic dynamics with gauge charge evolution, generalization to a dissipation tensor τAB, and the mass formula with multiple identities of M. This paper builds upon the foundational framework established in [10.5281/zenodo.21472264] and [10.5281/zenodo.21325459].
No takes yet. Share an insight, caveat, or question.
涛 翟 (2026) studied this question.