We study the asymptotic behaviour of solutions of a boundary value problem for the Laplace
equation in a perforated domain in R n, n≥ 3, with a (nonlinear) Robin boundary condition …

Let Ω o and Ω i be open bounded regular subsets of R n such that the closure of Ω i is
contained in Ω o. Let fo be a regular function on∂ Ω o and let F and G be continuous …

In this paper we analyse a boundary value problem for the Laplace equation with a
nonlinear non-autonomous transmission conditions on the boundary of a small inclusion of …

We consider the Laplace equation in a domain of R n, n≥ 3, with a small inclusion of size ϵ.
On the boundary of the inclusion we define a nonlinear nonautonomous transmission …

New imperfect transmission conditions for a thin nonlinear heat-resistant reactive interphase
situated between two different materials are evaluated. The transmission conditions are …

We investigate the behavior of the solutions of a mixed problem for the Laplace equation in
a domain Ω. On a part of the boundary∂ Ω, we consider a Neumann condition, whereas in …

We consider a perforated domain $\Omega (\epsilon) $ of $\mathbb {R}^ 2$ with a small
hole of size $\epsilon $ and we study the behavior of the solution of a mixed Neumann …

We consider the Laplace equation in a domain of $\mathbb {R}^ n $, $ n\ge 3$, with a small
inclusion of size $\epsilon $. On the boundary of the inclusion we define a nonlinear …

This paper considers the problem of heat transfer in a composite ceramic material where the
structural elements are bonded to the matrix via a thin heat resistant adhesive layer. The …

This work deals with a class of Boundary Value Problems describing jointthermo-diffussive
fields in an infinite combined domain, which consists oftwo subdomains, matched by a thin …