Zero-Parameter Predictions of Universal Turbulent Scaling Exponents up to ζ11: Hard Truncation, Angular Condensation, and Nonlinear Breakdown

Addressing the century-old problem of turbulent intermittency, we present a rigorous parameter-free derivation of the scaling exponents for turbulent longitudinal structure functions, based on the ϕ(τ) spacetime and the physical upper bound of Lagrangian micro-rotation velocity ΩFluidMAX. For the low-order regime (p≤6), the derived strict quadratic formula reads: ζp=p/3+p(3−p)/8π^2. This formula contains zero adjustable parameters, with the correction term stemming solely from the universal topo