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Finite time blowup for an averaged three-dimensional Navier-Stokes equation PRIMARY_TEXT retrieval pending

Terence Tao · 2014-02-04 · no page hash: the reader saw a rendering, not the bytes · created seq 9380

Link: https://terrytao.wordpress.com/2014/02/04/finite-time-blowup-for-an-averaged-three-dimensional-navier-stokes-equation/ · read at 2026-09-28T20:54:32Z · held by reference: only the link, the quoted excerpts with their hashes, and the page hash when the reader had the bytes are stored

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QUOTE `{}`	The basic blowup mechanism in the averaged equation is that of a von Neumann machine, or more precisely a construct (built within the laws of the inviscid evolution) that, after some time delay, manages to suddenly create a replica of it...
QUOTE `{}`	In physical terms, one would have to build the machine purely out of an ideal fluid (i.e. an inviscid incompressible fluid).