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 作者：Lotfi Boudjenah 来源：[J].Electronic Journal of Differential Equations(IF 0.426), 2010, Vol.2010 (175,), pp.1DOAJ 摘要：In this work we investigate the existence of solutions to differential inclusions with a delayed argument. We use a fixed point theorem to obtain a solution and then provide an estimate of the solution.
 作者：A. Vinodkumar , A. Anguraj 来源：[J].Nonlinear Analysis: Hybrid Systems(IF 1.685), 2011, Vol.5 (3), pp.413-426Elsevier 摘要：Abstract(#br)This article presents the results on existence of mild solutions of random impulsive neutral functional differential inclusions under sufficient conditions. The results are obtained by using the Dhage’s fixed point theorem.
 作者：A. Vinodkumar , A. Anguraj 来源：[J].2011, Vol.5 (3), pp.413-426Elsevier
 作者：Ahmed Gamal Ibrahim , Nawal Abdulwahab Al Sarori 来源：[J].Applied Mathematics, 2013, Vol.04 (07), pp.40-56Scientific Research Publishing 摘要：In this paper, we give various existence results concerning the existence of mild solutions for nonlocal impulsive differential inclusions with delay and of fractional order in Caputo sense in Banach space. We consider the case when the values of the orient field are convex as we...
 作者：M. Benchohra , I. Medjadj 来源：[J].Journal of Mathematical Sciences, 2015, Vol.208 (5), pp.477-486Springer 摘要：Our aim in this work is to study the existence of solutions of a functional differential inclusion with finite delay. We use the Bohnenblust–Karlin fixed-point theorem for the existence of solutions.
 作者：A.M. Gomaa 来源：[J].Journal of the Egyptian Mathematical Society, 2012, Vol.20 (2), pp.79-86Elsevier 摘要：... In this paper we prove an existence theorem for the differential equation with delay ( P ) x ˙ ( t ) = f d ( t , θ ¯ t x ) , t ∈ [ 0 , T ] , x = C , on [ - d , 0 ] , where θ ¯ t : C B ( 0 , T ) ( ...
 作者：Irene Benedetti , Paola Rubbioni 来源：[J].Topological Methods in Nonlinear Analysis(IF 1.099), 2008, Vol.32 (2), pp.227-245Project Euclid 摘要：In this paper we deal withimpulsive Cauchy problems in Banach spaces governed by a delaysemilinear differential inclusion $y'\in A(t)y + F(t,y_t)$. Thefamily $\{A(t)\}_{t\in [0,b]}$ of linear operators is supposed togenerate an evolution operator and $F$ is an upper Carathéod...
 作者：A‎. ‎Vinodkumar 来源：[J].Annals of Functional Analysis, 2012, Vol.3 (2), pp.89-106Project Euclid 摘要：‎This article presents the result on existence of mild solutions for random impulsivesemilinear functional differential inclusions under sufficient conditions‎. ‎The resultsare obtained by using the Martelli fixed point theorem and the fixed point theorem due toCovitz a...
 作者：Yuri E. Gliklikh , Salah E.A. Mohammed 来源：[J].Global and Stochastic Analysis, 2015, Vol.2 (1)Mind Reader Publications 摘要：We find new existence of solution theorems to stochastic delay equations and inclusions with mean derivatives on a Riemannian manifold. The delays in both the equations and the inclusions are expressed in terms of stochastic Riemannian parallel translation.
 作者：Y. E. Gliklikh , S.E.A. Mohammed 来源：[J].Global and Stochastic Analysis, 2014, Vol.1 (1)Mind Reader Publications 摘要：We establish the existence of solutions to stochastic delay equations and inclusions with mean derivatives on a stochastically complete Riemannian manifold. The delays in both the equations and the inclusions are expressed in terms of stochastic Riemannian parallel translation.