Artículos de revistas
ON THE UNIQUENESS FOR SUB-CRITICAL QUASI-GEOSTROPHIC EQUATIONS
Registro en:
Communications In Mathematical Sciences. Int Press Boston, Inc, v. 9, n. 1, n. 57, n. 62, 2011.
1539-6746
WOS:000283985900003
Autor
Ferreira, LCF
Institución
Resumen
We prove uniqueness of mild solutions in the class C([0,Tau); L(n/2 gamma-1)) 0<Tau <=infinity, for sub-critical quasi-geostrophic equations without assuming any smallness condition. As a consequence, any mild solution in C([0,infinity); L(2/2 gamma-1)) satisfies the regularity and decay properties given in the previous paper [4]. The proof is performed in the framework of Lorentz spaces. 9 1 57 62