Beyond Causality: Reality as a Projection of the Absolute Geometry of Being

This work develops the theory of AB-tomography, proposing a radical new ontology: the observed universe is an adaptive projection of the Absolute (AB) Geometry of Being via a fundamental function Θ governed by three principles of harmony—causality, minimality, and stability. Crucially, we show that the projection function Θ is not an independent field but is determined self-consistently by:1. The Principle of Minimal Distortion (PMD) of information between Absolute and observed geometries2. The requirement that observed matter obeys standard physics in theprojected metric g˜µν = Θ · gµν3. The three principles of harmony acting as constraintsFrom this framework, we derive the universal law Θ(x) = exp[2ϕ(x)/c^2] as an effective description valid in the weak-field regime, which uniformly explains without dark matter:• Flat galactic rotation curves (Θ ∝ r^2(V0)^2/c^2) as asymptotic approximations• Isothermal cluster profiles (Θ ∝ r^4(σg)^2/c^2) as asymptotic approximations• Cosmic acceleration as temporal evolution of Θ(t) governed by potential V (Θ)Key clarification: The potential V (Θ) is fundamentally necessary for stability and cosmology, though its derivative V′(Θ) is negligible on galactic scales due to scale separation. All gravitational phenomena emerge as projection artifacts—the Absolute Geometry itself is fundamentally gravity-free. The cosmological constant Λ emerges dynamically from the equilibrium state of Θ through V (Θ), not as a fundamental parameter.The theory provides a complete tomographic program: reconstructing the Absolute metric gµν from observable projections g˜(i)µν via the projection relation gµν = ˜gµν/Θ, with well-defined limits of applicability.