TOPOLOGICAL STRUCTURE OF SOLUTION SETS FOR NONCOMPACT IMPULSIVE DELAY EVOLUTION INCLUSIONS
We study the following impulsive delay evolution inclusions:
where A is a closed linear operator, is a multi-valued function with convex, closed values. We assume that the semigroup generated by A is noncompact and then investigate the topological structure of the set of all mild solutions.
impulsive evolution inclusions, delay, weakly upper semi-continuous, measures of noncompactness,
-set.
