Analytical extension of holographic constraints reveals geometry and Casimir effects at nuclear scales, suggesting implications for physics.
This paper analytically extends the holographic geometric constraint to laboratory and nuclear scales by evaluating the inward spatial encoding domain (τ < 0). It evaluates geometric boundary coefficients for parallel and spherical Casimir cavities and identifies the electromagnetic circuit reading at τ = α. Utilizing the classical electron radius as the natural UV cutoff, the framework derives a critical local shared-boundary scale of R* ≈ 2.197 fm.
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Yiling Zhu (2026) studied this question.
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