Browsing by Author Sergi, Arias
Showing results [1 - 1] / 1
In this paper we obtain new estimates for bilinear pseudodifferential operators with symbol in the class BSm1,1
, when both arguments belong to Triebel-Lizorkin spaces of the type Fn/pp,q(Rn). The inequalities are obtained as a consequence of a refinement of the classical Sobolev embedding Fn/pp,q(Rn)↪bmo(Rn), where we replace bmo(Rn) by an appropriate subspace which contains L∞(Rn). As an application, we study the product of functions on Fn/pp,q(Rn) when 1 |
