Mittermeier Attractor Theory (MAT) develops a radical inversion of the explanatory order of physics: the universe is treated not as a collection of independently fitted constants, sectors, and initial conditions, but as the finite readout of a single arithmetic–spectral closure architecture. Starting from the plastic seed ρ³ = ρ + 1, MAT constructs a finite quantum-support cell, transports its boundary defect through a forty-dimensional trace, and matches the resulting coordinate to an exactly back-integrated two-threshold vacuum flow. This matching condition selects Λ₀* = 2.816998732893824 × 10⁻¹²². Within the same architecture, the resulting source axis generates matter, primordial, baryonic, radiation, Hubble, CMB, and laboratory readouts, together with Higgs/flavor and neutrino targets. The dimensional sector closes through a graded electron boundary action and the Rydberg bridge. With the Rydberg wavenumber as the sole non-exact dimensional anchor, together with the exact defining constants of the 2019 SI, MAT reconstructs the complete Planck-unit ledger (ℓₚ, tₚ, Mₚ, Tₚ, qₚ), the full derived Planck system, and G(MAT) = 6.674240942595433 × 10⁻¹¹ m³ kg⁻¹ s⁻², without measured gravity or Hubble calibration entering the forward chain. At the ultraviolet boundary, MAT replaces the classical zero-radius singular origin with a finite cell characterized by nonzero radius, entropy, density, temperature, and curvature. The same entropy defines a black-hole compactness crossing and a finite information ledger, supports a horizon-area counting map, anchors an explicit-formula/Riemann–Weil transport coordinate, and enters a conditional lithium-seven boundary-transfer companion. The same vacuum root also fixes the de Sitter entropy and the origin-to-endstate interval. Taken together, the construction yields one unifying result within MAT: quantities and laws that appear across separate physical theories become correlated projections of a single finite mathematical object spanning the origin, the observable universe, and its asymptotic endstate. MAT therefore recasts unification itself—not as an accumulation of sectors connected by additional parameters, but as one mathematical closure appearing in different physical regimes.
Rainer Andreas Mittermeier (Wed,) studied this question.
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