Pavol Quittner Philippe Souplet Blow-up, Global Existence and Steady States Second
Edition Page 1 Birkhäuser Advanced Texts Basler Lehrbücher Pavol Quittner Philippe …

The quantitative convergence to equilibrium for reaction-diffusion systems arising from
complex balanced chemical reaction networks with mass action kinetics is studied using the …

The global existence of classical solutions to reaction-diffusion systems in arbitrary space
dimensions is studied. The nonlinearities are assumed to be quasi-positive, to have (slightly …

We consider the Neumann and Cauchy problems for positivity preserving reaction–diffusion
systems of m equations enjoying the mass and entropy dissipation properties. We show …

We establish a weak–strong uniqueness principle for solutions to entropy-dissipating
reaction–diffusion equations: As long as a strong solution to the reaction–diffusion equation …

The convergence to equilibrium for renormalised solutions to nonlinear reaction–diffusion
systems is studied. The considered reaction–diffusion systems arise from chemical reaction …

Uniform-in-time bounds of nonnegative classical solutions to reaction-diffusion systems in all
space dimension are proved. The systems are assumed to dissipate the total mass and to …

Page 1 Cheſnctaxis, FEECtiºn, Netuurk Mathematics for Self-Organization - Takas hi Page 2
Cheſnotaxis, Reaction, NetLLDſk Mathematics for Self-Organization Page 3 This page …

This paper concerns the study of the asymptotic behavior of solutions to reaction–diffusion
systems modeling multi-components reversible chemistry with spatial diffusion. By solution …

We consider a model system consisting of two reaction–diffusion equations, where one
species diffuses in a volume while the other species diffuses on the surface which surrounds …