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作者:R. Khalil , I. Adarawi
来源:[J].Journal of Mathematical and Computational Science, 2015, Vol.5 (1), pp.91-98SCIK
摘要:The object of this paper is to study the isometries of Cp(lp∗,X). We give full characterization of certain classes of onto isometries of Cp(lp∗,X) for some Banach spaces X.
作者:O. Yasin , R. Khalil
来源:[J].Journal of Semigroup Theory and Applications, 2014, Vol.2014SCIK
摘要:In this paper, we introduce tensor product C-semigroups of operators on Banach spaces. The basic properties are presented. The generator and the resolvent of the generator of such semigroups are studied. The compactness of tensor productC-semigroups is also discussed.
作者:R. Khalil , R. Abdelgani
来源:[J].Journal of Semigroup Theory and Applications, 2017, Vol.2018SCIK
摘要:In this paper we find some types of solutions for certain degenerate and non degenerate fractional inverse problems. The main idea of the proofs is based on theory of tensor product of Banach spaces.
作者:H. Odetallah , R. Khalil
来源:[J].Journal of Semigroup Theory and Applications, 2014, Vol.2014SCIK
摘要:The object of this paper is to discuss the Abstract Cauchy Problem using tensor product technique. We give two rank solution of the problem when the Banach space is a Hilbert space.
作者:S. Alsuradi , R. Khalil
来源:[J].Advances in Inequalities and Applications, 2017, Vol.2018SCIK
摘要:In this paper, we prove that any convex set in a normed space is $\varepsilon -$proximinal. Consequently, every subspace in a Banach space is $\varepsilon -$proximinal. Some other results of proximinality in tensor product spaces are given.
作者:S. Khamis , M. Al Horani , R. Khalil
来源:[J].Journal of Semigroup Theory and Applications, 2017, Vol.2018SCIK
摘要:In this paper we discuss solutions of the Abstract Cauchy Problem Bu(α) (t) = Au(t)+ f (t) u(0) = x0 that are of the form u = u1⊗δ1+u2⊗δ2 , where u and f are functions defined on [0,a] with values in the Hilbert space l2.

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