Steps in Differential Geometry, L.Kozma, P.T.Nagy and L.Tomassy (eds.), Univ. Debrecen. (http://pc121.math.klte.hu/diffgeo/) A brief report is given on our recent results proving existence of (smooth) global solutions of the $ 3D$ nonisothermal NavierStokes equation $(NS)$, and (non) uniqueness of such solutions for (smooth) boundary value problems.
Local and global solutions of the Navier-Stokes equation / Prastaro, Agostino. - STAMPA. - (2001), pp. 263-271. (Intervento presentato al convegno Colloquium on Differential Geometry tenutosi a Debrecen - Hungary nel 25-30 July, 2000).
Local and global solutions of the Navier-Stokes equation
PRASTARO, Agostino
2001
Abstract
Steps in Differential Geometry, L.Kozma, P.T.Nagy and L.Tomassy (eds.), Univ. Debrecen. (http://pc121.math.klte.hu/diffgeo/) A brief report is given on our recent results proving existence of (smooth) global solutions of the $ 3D$ nonisothermal NavierStokes equation $(NS)$, and (non) uniqueness of such solutions for (smooth) boundary value problems.File allegati a questo prodotto
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