
In this paper, some hybrid fixed point principles for the sum of two multi-valued operators in a Banach space are proved and they are further applied to a certain integral inclu- sion of mixed type for proving the existence results under mixed Lipschitz and Carath´eodory conditions.
Fixed-point theorems, Fixed-point and coincidence theorems (topological aspects), differential inclusions, multivalued maps, fixed point theorem, integral inclusions, Set-valued operators, fixed point theorems, Ordinary differential inclusions
Fixed-point theorems, Fixed-point and coincidence theorems (topological aspects), differential inclusions, multivalued maps, fixed point theorem, integral inclusions, Set-valued operators, fixed point theorems, Ordinary differential inclusions
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