We consider the $ L^ p $ Hardy inequality involving the distance to the boundary of a
domain in the $ n $-dimensional Euclidean space with nonempty compact boundary. We …

Let Ω be an open connected cone in ℝn with vertex at the origin. Assume that the Operatoris
subcritical in Ω, where δΩ is the distance function to the boundary of Ω and μ⩽ 1/4. We show …

We study the dependence of the first eigenvalue of the Finsler p‐Laplacian and the
corresponding eigenfunctions on perturbation of the domain and we generalize a few results …

On the Hardy constant of some non-convex planar domains Page 29 On the Hardy Constant of
Some Non-convex Planar Domains Gerassimos Barbatis and Achilles Tertikas Dedicated to …

We investigate the continuity and differentiability of the Hardy constant with respect to
perturbations of the domain in the case where the problem involves the distance from a …

Περίληψη Σκοπός της παρούσας διδακτορικής διατριβής είναι η διερεύνηση της ισχύος και
των ιδιοτήτων της γνωστής ανισότητας του Hardy σε πλαίσια που υπερβαίνουν το κλασικό …

In this thesis, we study the dependence of the eigenvalues of elliptic partial dierential
operators upon domain perturbations in the N-dimensional space. Namely, we prove …

We consider the L p Hardy inequality involving the distance to the boundary for a domain in
the n-dimensional Euclidean space. We study the dependence on p of the corresponding …

Eigenvalues and eigenfunctions of the p (-)-Laplacian. A Page 232 Contemporary Mathematics
Volume 645, 2015 http: //dx . doi. org / 10.1090/conm/645/12905 Eigenvalues and …