In this paper, we look at a family of
neutral partial functional integrodifferential equations in Banach spaces that
have a finite delay. The worldwide existence, uniqueness, and regularity of
solutions with values in the subspace D are of interest to us (A). The
technique is based on Banach's fixed point theorem and the graph norm
technique. The nonlinear term is regarded as a perturbation of the linear
equation in our research. We use a diffusive neutral partial functional
integrodifferential equation as an example.
Author
(S) Details
Sylvain Koumla
Departement
de Mathematiques, Faculty des Sciences et Techniques, University Adam Barka,
B.P. 1117, Abeche, Tchad.
Djaokamla Temga
Departement
de Mathematiques, Faculty des Sciences et Techniques, University Adam Barka,
B.P. 1117, Abeche, Tchad.
Abdou Sene
Departement
de Mathematiques, University Virtuelle de Dakar, Senegal.
View Book :- https://stm.bookpi.org/RAMRCS-V1/article/view/4344
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