Navier–Stokes Continuation · Paper 1 · September 13, 2026

Continuation Anatomy of Periodic Navier–Stokes Breakdown

A machine-checked H² theory of finite-energy regularity escape.

Zed James · DOI 10.5281/zenodo.22737978 ↗

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Research summary

Finite maximality is resolved into bounded kinetic energy, eventual H² divergence, escape beyond every fixed Fourier cutoff, positive-scale regularity, and collapse of uniform continuation reserve.

This catalog summary is provided for orientation. Please consult the complete manuscript for its original abstract and mathematical results.

Scientific context

This paper belongs to the Fluid Dynamics & Navier–Stokes research program.

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