Nonnegative solutions for a system of impulsive BVPs with nonlinear nonlocal BCs

Published 5 Mar 2014 in math.CA | (1403.1092v1)

Abstract: We study the existence of nonnegative solutions for a system of impulsive differential equations subject to nonlinear, nonlocal boundary conditions. The system presents a coupling in the differential equation and in the boundary conditions. The main tool that we use is the theory of fixed point index for compact maps.

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