Abstract
Solutions to generalizations of the Volterra and Hammerstein integral inclusions are found by using the fixed point theorems of Covitz-Nadler and Bohnenblust-Karlin. Several illustrative examples are presented. Some conditions are given which also allow Lipschitz solutions to be obtained.
Citation
Daniel C. Biles. Mark P. Robinson. John S. Spraker. "Fixed point approaches to the solution of integral inclusions." Topol. Methods Nonlinear Anal. 25 (2) 297 - 311, 2005.
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