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1. Coupled fixed points of multivalued operators and first-order ODEs with state-dependent deviating arguments

Author

Figueroa, Rubén and Pouso, Rodrigo López

Subjects
*FIXED point theory, *MONOTONE operators, *EXISTENCE theorems, *NUMERICAL solutions to delay differential equations, *CONTINUOUS functions, *MATHEMATICAL analysis
Abstract

Abstract: We establish a coupled fixed point theorem for a meaningful class of mixed monotone multivalued operators, and then we use it to derive some results on the existence of quasisolutions and unique solutions to first-order functional differential equations with state-dependent deviating arguments. Our results are very general and can be applied to functional equations featuring discontinuities with respect to all of their arguments, but we emphasize that they are new even for differential equations with continuously state-dependent delays. [Copyright &y& Elsevier]

Published
2011
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