Savvas Andronicou

collaborators

3 papers

math.GN2024

Sufficent Conditions for the preservation of Path-Connectedness in an arbitrary metric space

Savvas Andronicou, Emmanouil Milakis

It is proven that if $(X, d)$ is an arbitrary metric space and $U$ is a path-connected subset of $X$ with $M := {x_{i} : i \in {1, 2, \dots, k}} \subset in t (U)$ , then the property…

math.GN2024

Sufficent Conditions for the preservation of Polygonal-Connectedness in an arbitrary normed space

Savvas Andronicou, Emmanouil Milakis

In this article we prove that if $X$ is a normed space and $U$ is a polygonally-connected subset of $X$ with $M := {S_{i} : i \in I} \subset P (U)$ , a non-e…

math.AP2023

Systems of Fully Nonlinear Degenerate Elliptic Obstacle problems with Dirichlet boundary conditions

S. Andronicou, E. Milakis

In this paper we prove existence and uniqueness of viscosity solutions of elliptic systems associated to fully nonlinear operators for minimization problems that involve interconne…