| Abstract |
In this talk first, we will study a class of non-local initial value problems of evolution inclusions in the form of compact valued perturbations of m-dissipative evolution inclusions in Banach spaces with uniformly convex duals. The multivalued part is assumed to be one-sided Perron. Secondly, we will also discuss the existence results for non-local initial value problem with multivalued part (assumed to be one-sided Lipschitz). At the end, we will discuss examples to illustrate the applicability of our results.
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