3 papers
math.AP2018
Finsler Hardy-Kato's inequality
Angelo Alvino, Adele Ferone, Anna Mercaldo +2
We prove an improved version of the trace-Hardy inequality, so-called Kato's inequality, on the half-space in Finsler context. The resulting inequality extends the former one obtai…
math.AP2018
The Stokes paradox in inhomogeneous elastostatics
Adele Ferone, Remigio Russo, Alfonsina Tartaglione
We prove that the displacement problem of inhomogeneous elastostatics in a two--dimensional exterior Lipschitz domain has a unique solution with finite Dirichlet integral $\u$, van…
math.AP2011
Sharp Hardy inequalities in the half space with trace remainder term
Angelo Alvino, Adele Ferone, Roberta Volpicelli
In this paper we deal with a class of inequalities which interpolate the Kato's inequality and the Hardy's inequality in the half space. Starting from the classical Hardy's inequal…