← NS-DCRP / DCRP-48 · Coherent-Pancake Fokker–Planck Reduction and the Viscous Batchelor Floor

NS-DCRP · 48 Viscous Theorem 2026-08

DCRP-48: Coherent-Pancake Fokker–Planck Reduction and the Viscous Batchelor Floor

Identifies a coherent single-sign fixed-plane pancake-sheet subbranch that reduces exactly to a one-dimensional Fokker–Planck equation, proves a positive viscous Batchelor/Burgers thickness fixed point, and rules out asymptotically subdiffusive coherent-sheet maps.

This round's status: Viscous Theorem — Taken from the file's own objective/executive-result section, meaning preserved, not a full verbatim translation.

Connections

Relationship to the rest of the series, stated as closely as possible in the document's own words, not my interpretation.

PreviousDCRP-47 · Shear–Vorticity Two-Form Invariant and Critical-Sheet Monodromy Group
NextDCRP-49 · Material Sheet-Tube Signed-Distance Accounting and the General Viscous Thickness Floor
NS-DCRP progress47 / 55

Loading…