|Title||The Nash-Kuiper Theorem and the Onsager conjecture|
|Publication Type||Journal Article|
|Year of Publication||2020|
|Authors||De Lellis C|
|Type of Article||Expository Onsager|
We give an account of the analogies between the Nash--Kuiper $C^1$ solutions of the isometric embedding problem and the weak solutions of the incompressible Euler equations which violate the energy conservation. Such analogies have lead to the recent resolution of a well-known conjecture of Lars Onsager in the theory of fully developed turbulence.
ICCM Not., 8(1):17-26 (2020)