ABSTRACT We propose a foundational revision to cosmological topology: that zero is not a physical state but an asymptotic limit determined by a fundamental quantum of action, ε (epsilon). By modeling the universe as a complex toroidal manifold (T² × iT²), we resolve the primary pathologies of the Standard Model through strict topological constraints. We introduce a fundamental Geometric Torsion to the manifold, which enforces a chiral asymmetry in the local sector. This provides a geometric origin for Parity Violation while restoring global CPT symmetry via a torsionally inverted Mirror Sector. First, we demonstrate that the Vacuum Catastrophe is an artifact of divergent volumetric integration. By applying Holographic Scaling to the toroidal boundary, we derive a finite energy density that scales with the surface area (ρ ∝ L⁻²), aligning with the observed Cosmological Constant without fine-tuning. Second, we address thermodynamic reversibility by invoking the Kubo-Martin-Schwinger (KMS) condition. We show that global unitarity is preserved through a periodic imaginary-time completion, necessitating a CPT-inverted Mirror Sector to balance the entropic flux of the Local Sector. Finally, we derive a variable gravitational coupling that transitions to repulsion at the ε-limit, replacing the Big Bang singularity with a non-singular "Quantum Bounce." We predict a detectable "spectral tilt" in the evaporative cooling tails of Bose-Einstein Condensates, consistent with a holographic thermal floor of T_min ≈ 10⁻³⁰ K.