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This volume develops geometric foundations and interaction hierarchies in R-layer Mode Theory, suggesting universal behaviors in interactions.
This volume develops the geometric foundations of R-layer Mode Theory (RLMT), formulating R-layer foliations, effective curvature scalars, and Einstein-tension equations.It establishes a quantitative relation between R-layer index, mode content, and interaction strength hierarchies, modeling couplings as emergent functions of tension-field gradients and mode imbalance.The framework predicts outer-layer universality of right-handed weak and gravitational interactions, arising from shared AUP-dominant mode content.The resulting unified R-layer equations integrate geometry, interaction hierarchies, and information-flow dynamics across scales.
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Tsuyoshi Tohi (2026) studied this question.
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