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The main objective of this project is to formulate and prove new principles for existence, uniqueness and characterization of the structure of solution sets for nonlinear problems described by ordinary differential equations and their generalizations like differential equations with impulses, Stieltjes integral equations, equations with fractional derivatives and differential inclusions. A special attention is paid to nonlinear singular problems where the nonlinearities can have singularities in all their variables.
Main investigator:
Rachůnková Irena
IM leaders:
Participating institutions:
Palacký University Olomouc, Coordinator
Institute of Mathematics of the Academy of Sciences of the Czech Republic
IM team members:
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Monteiro Giselle Antunes |
