2 papers
math.AP2025
Sharp second order inequalities with distance function to the boundary and applications to a p-Biharmonic singular problem
Cristian Cazacu, Teodor Rugină
In this paper, we prove generalizations to the L^p setting of the Hardy-Rellich inequalities on domains of R^N with singularity given by the distance function to the boundary. The…
math.AP2022
Best constants in bipolar L^p-Hardy-type Inequalities
Cristian Cazacu, Teodor Rugină
In this work we prove sharp versions of multipolar Hardy inequalities in the case of a bipolar potential and , which were first developed in the case by Cazacu…