Brian Martell

PUH Theorem 354 (The Constraint Does Not Reach the Prediction) — ACT DR6 Reconstructs Anisotropic Birefringence from L = 15 Upward Against a Scale-Invariant Axion Template, While a Rebound Axis Is a Dipole at L = 1 and a Global Handedness Is the Monopole the Analysis Subtracts as a Systematic

Photonic Universe Hypothesis (PUH) — Positioning Note. THE MEASUREMENT. Kramer et al. (arXiv:2608.27458) constrain two secondary CMB anisotropies with ACT DR6: anisotropic screening from Thomson scattering off free electrons, and cosmic birefringence, the rotation of CMB polarisa...

PUH Theorem 353 (The Step Rule Decides the Cascade) — Greedy Descent from E7 Ends on SU(2)³ with No SU(3) Anywhere, While Minimal Descent Passes Through SO(10) and Ends on Colour; SU(3)×SU(2) Is a Legitimate Centralizer with Exactly the Five U(1)s Required

Photonic Universe Hypothesis (PUH) — Computation. THE SET-UP. T175 minimises an energy on a constraint surface built from the eight Casimir invariants; T238 fixes the couplings as ζ_k = S·d_k/I_k^max. Evaluating g(μ) = Σ_k ζ_k I_k(μ), with I_k(μ) = Σ_α (α,μ)^{d_k} over the 240 ro...

PUH Theorem 353 (The Step Rule Decides the Cascade) — Greedy Descent from E7 Ends on SU(2)³ with No SU(3) Anywhere, While Minimal Descent Passes Through SO(10) and Ends on Colour; SU(3)×SU(2) Is a Legitimate Centralizer with Exactly the Five U(1)s Required

Photonic Universe Hypothesis (PUH) — Computation. THE SET-UP. T175 minimises an energy on a constraint surface built from the eight Casimir invariants; T238 fixes the couplings as ζ_k = S·d_k/I_k^max. Evaluating g(μ) = Σ_k ζ_k I_k(μ), with I_k(μ) = Σ_α (α,μ)^{d_k} over the 240 ro...