BMAA3-2-21. 338KB Jun 04 2011 12:03:32 AM
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We get also a general result on the formula of the adjoint (well known for bounded operators) of the sum and product in the set of densely defined closed operators.. Other
Srivastava and Saigo (see [16]) have studied in their paper multiplication of frac- tional calculus operator and boundary value problems involving the Euler-Darboux equation and
He [5-20] developed the variational iteration and homotopy perturbation methods for solving linear, nonlinear, initial and boundary value problems.. Moreover, He realized the
In this paper, we establish some fixed point theorems in connection with sequences of operators in the Banach space setting for Mann and Ishikawa iterative processes.. Our results
In this paper, by means of operations ϕ, ψ we shall define ϕψ-continuity between pointwise quasi-uniform spaces and prove that the category LOCDL-PQUnif of pointwise
In this paper, we introduce a new class of functions which are analytic and univalent with negative coefficients defined by using certain fractional operators descibed in the
In this paper, we quickly review some basic facts from dis- crete Morse theory, we introduce the Morse-Smale characteristic for a finite simplicial complex and we give few examples
Abstract. We obtain strong convergence results for quasi-contractive operators in arbitrary Banach space via some recently introduced iterative schemes and also establish
