Abstract
The present paper is devoted to the existence of solution for the Hybrid differential inclusions of the second type. Here, we present the inclusion problem with two multi-valued maps. In addition, it is considered with nonlocal integral boundary condition η(0)∈∫0σΔs,η(s)ds, where Δ is a multi-valued map. Relative compactness of the set ∫0σΔs,η(s)ds in L2(0,ε),R is used to justify the condensing condition for some created operators. Fixed point theorems connected with the weak compactness manner is utilized to explore the results throughout this paper.
Subject
Statistics and Probability,Statistical and Nonlinear Physics,Analysis
Cited by
9 articles.
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