An explicit right inverse of the divergence operator which is continuous in weighted norms
Ricardo G. Durán, María Amelia Muschietti · Studia Mathematica · 2001
The existence of a continuous right inverse of the divergence operator in $W^{1,p}_0({\mit\Omega})^n$, $1< p< \infty$, is a well known result which is basic in the analysis of the Stokes equations. The object of this paper is to show that the continuity a