MATHEMATICAL ANALYSIS OF A CLASS OF REACTION DIFFUSION SYSTEMS
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Date
2021
Authors
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Journal ISSN
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Publisher
université 20aout55-skikda
Abstract
The work that constitutes this thesis is a contribution to the modeling and
mathematical analysis of reaction diffusion systems. We are interested in the existence of
continuous positive solutions of a class of nonlinear parabolic reaction diffusion systems with
initial conditions; using techniques based on functional analysis and potential analysis. This
work is then composed of three independent chapters, it is preceded by a general introduction
that highlights the art of the subject and the problems addressed.