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《Journal of Yangzhou University(Natural Science Edition)》 2009-02
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Boundary value problems for second order differential inclusions in Hilbert spaces

ZHANG Qing-hua,LI Gang(Sch of Math Sci,Yangzhou Univ,Yangzhou 225002,China)  
This paper deals with a class of multivalued boundary value problems for the sublinear second order differential inclusions in Hilbert spaces.By studying the boundedness and convergence of solutions of the approximate equations,and improving the method of estimation used by Aftabizadech and Pavel,it proves the existence and uniqueness of the solution,under the weaker smoothness of coefficients.
【Fund】: 国家自然科学基金资助项目(10571150)
【CateGory Index】: O175.8
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