Explicit exponential convergence to equilibrium for nonlinear reaction–diffusion systems with detailed balance condition
The convergence to equilibrium of mass action reaction–diffusion systems arising from
networks of chemical reactions is studied. The considered reaction networks are assumed to …
networks of chemical reactions is studied. The considered reaction networks are assumed to …
Existence and regularity for a chemotaxis model involved in the modeling of multiple sclerosis
L Desvillettes, V Giunta - Ricerche di Matematica, 2021 - Springer
We study in this work the global existence of solutions to a system of reaction cross diffusion
equations appearing in the modeling of multiple sclerosis, in the one-dimensional case …
equations appearing in the modeling of multiple sclerosis, in the one-dimensional case …
A Kalman condition for the controllability of a coupled system of Stokes equations
We consider the controllability of a class of systems of n Stokes equations, coupled through
terms of order zero and controlled by m distributed controls. Our main result states that such …
terms of order zero and controlled by m distributed controls. Our main result states that such …
Controllability results for cascade systems of m coupled N-dimensional stokes and Navier-stokes systems by N–1 scalar controls
T Takahashi, L de Teresa… - … : Control, Optimisation and …, 2023 - esaim-cocv.org
In this paper we deal with the controllability properties of a system of m coupled Stokes
systems or m coupled Navier-Stokes systems. We show the null-controllability of such …
systems or m coupled Navier-Stokes systems. We show the null-controllability of such …
Analysis of kinetic and diffusive multi-species systems
ES Daus - 2016 - repositum.tuwien.at
The objective of this thesis is the analysis of kinetic and diffusive multi-species systems with
certain cross effects between the species, which are very important in many applications in …
certain cross effects between the species, which are very important in many applications in …