Investigation of Non-Linear Metric Perturbations and Energy Recovery in High-Angular Momentum Manifolds: A Topological Approach

This paper presents a theoretical extension of dynamic stabilization models for high-energy environments under extreme gravitational gradients. A refined metric viscosity coefficient (K_0) is introduced to describe sub-cycle processes in the ergosphere of rotating compact objects. The proposed architecture examines topological methods of direct energy conversion (DEC) from high-energy particle streams under chiral anomaly conditions. The work aims to provide a long-term analysis of cosmological matter stability parameters within the 3.5-billion-year horizon.

• Kerr Metric, Frame-dragging, Topological DEC, Sub-cycle Plasma Stability, K0 Coefficient, Relativistic Magnetohydrodynamics.