We consider the heat equation in a bounded domain of RN with distributed control
(supported on a small open subset) subject to dynamic boundary conditions of surface …

In this work, we study the stable determination of four space-dependent coefficients
appearing in a coupled semilinear parabolic system with variable diffusion matrices subject …

In this paper, we study an inverse problem for linear parabolic system with variable diffusion
coefficients subject to dynamic boundary conditions. We prove a global Lipschitz stability for …

The main purpose of this article is to prove a logarithmic convexity estimate for the solution
of a linear heat equation subject to dynamic boundary conditions in a bounded convex …

The paper deals with time and norm optimal control problems for the heat equation with
dynamic boundary conditions in the context of the null controllability. More precisely, we …

In this paper, we study the impulse controllability of a multi-dimensional heat equation with
dynamic boundary conditions in a bounded smooth domain. Using a recent approach based …

We consider a fully-discrete approximation of a 1-D heat equation with dynamic boundary
conditions for which we provide a controllability result. The proof of this result is based on a …

In the framework of population dynamics, the basic reproduction number R 0 is, by definition,
the expected number of offspring that an individual has during its lifetime. In constant and …

In this paper we consider the fourth order operators A1u:=(au")" and A2u:= au"" in
divergence form and non divergence form, respectively, where a, defined in [0, 1] with …

In this paper, we are concerned with the boundary controllability of heat equation with
dynamic boundary conditions. More precisely, we prove that the equation is null controllable …