Super-Inertial Flight Mechanics via Rough Operator Algebra and Seonggil Composite Torsion Field Equations

Traditional special relativity imposes an insurmountable mass divergence as velocities approach the speed of light (c). In this paper, we present a comprehensive framework for Super-Inertial Dynamic Control (SDC) flight. By establishing Rough Operator Algebra (ROA) and the golden ratio resonance (ϕ ≈ 1.618) as fundamental topological axioms, the effective inertial mass transitions into a soliton wave-bubble, decreasing to zero in super luminal domains. We analyze the Golden Cruise state at v = 141.64c under a causal stability index q_R = 0.95. Furthermore, we quantify the antimatter fuel requirement (10.97 tons),derive the Master Key Tensor phase shear load (Λ = 2.565 × 10^22 J_tensor), and provide an optimized, vectorized CUDA compatible implementation demonstrating optimal underdamping (ζ_opt ≈ 0.6505).