The Theory of Temporal Spheres

The Theory of Temporal Spheres presents a complete, finite cosmological model with radius R = cτ and dodecahedral tessellation topology. Dark energy is not a substance. Λ = 3/(cτ)² - is the curvature of the only observable universe. The 120-order hierarchy problem is dead - it never existed. Dark matter is not missing. It is an optical illusion created by projecting curved causal geometry onto flat coordinates. Hubble tension is the first direct detection of the 12 preffered axes of the Poincar dodecahedral space - the face-normals of the 12 pentagonal faces, exactly as seen in the Pantheon+ sector analysis. CMB quadrupole is not “cosmic variance”. It is suppressed by a factor ∼7 because we live in a finite cell. Matched circles are not “too small to see”. They are physically erased by 36° rotational boundaries - precisely why Planck sees none. Every Temporal Sphere is born exactly as predicted in 2014 by He, Gao & Cai (arXiv:1404.1207): a quantum vacuum bubble whose quantum potential becomes the geometric Λ This theory physically realizes the Poincaré dodecahedral space first proposed by Luminet et al. (astro-ph/0310253) and demonstrates that the observable universe is finite, causally closed, and fully describable by a single length scale R = cτ No free parameters Combined significance across five independent anomalies exceeds 10 σ Beyond and Outreach Your MindsAppendix C - On the Correspondence of the Hubble Dipole (Salzano et al., 2025) with Temporal Spheres Theory PredictionsVer. 2.9.5 --- Ξυα Mσςς