The Chiral Topological Ledger: Holographic Emergence of Dark Matter and Baryogenesis

This paper proposes a unified phenomenological framework to address the dark matter-baryon coincidence problem through the cosmological enforcement of Noether's theorem. To resolve the O (N) versus O (N²) degree-of-freedom mismatch in asymptotic dS4/CFT3 holography, I evaluate a thermodynamic summation over an infinite tower of bulk higher-spin gauge fields. Regulated by PT-symmetric unitarity, the cosmological expansion enforces a strict thermodynamic arrow of time, driving a parity-violating, topologically biased chiral cascade. I show that the resulting microscopic geometric deficit is transferred into the Standard Model via a mixed Chern-Simons anomaly. Computed via exact BMHV-regulated symbolic integration, the 1-loop anomaly trace yields strictly κₛphaleron = -3/ (32π²), structurally complementing the Ng = 3 fermion architecture and directly sourcing U (1) ₁-₋ electroweak sphalerons. Extrapolated across full 3+1D comoving entropy dilution, this analytic bound accommodates the observed baryon-to-photon ratio (ηB ≈ 6. 1 × 10⁻¹⁰), establishing a shared, zero-sum origin for macroscopic dark matter and microscopic baryogenesis. Concurrently, transient Hubble friction quenches the macroscopic runaway. By stranding the geometric remnants on Partially Massless (PM) trajectories, this transition evades flat-space Weinberg-Witten restrictions and crystallizes a rigid macroscopic fracton lattice. Applying a spectral zeta-function regularization prescription mathematically constrains this lattice's effective coupling to the 4D conformal limit, λF = 1/12. Operating within the strongly coupled infrared limit, I postulate that the forced immobility of this subsystem symmetry yields a non-linear vacuum dielectric response, natively motivating empirical MOND flat-rotation phenomenology (Φ ~ ln r) without particulate dark halos. While the chiral bound (κ) is evaluated via exact symbolic integration and the lattice coupling (λF) is fixed via a spectral projection, the non-linear temporal stability of the phase transition is computationally modeled using a 1+2D Effective Field Theory (EFT) spatial proxy. Finally, the framework necessitates a strictly parity-violating Stochastic Gravitational Wave Background (SGWB), providing a falsifiable observational discriminant against standard single-field inflation.