The problem that we consider is whether or under what conditions sequences generated in reflexive Banach spaces by cyclic Bregman projections on finitely many closed convex subsets Q(i) with nonempty intersection conv...
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The problem that we consider is whether or under what conditions sequences generated in reflexive Banach spaces by cyclic Bregman projections on finitely many closed convex subsets Q(i) with nonempty intersection converge to common points of the given sets.
In this paper we investigate several interesting properties of the fractional calculus operators, the Carlson-Shaffer linear operator L(a,c) and a certain integral operator, associated with various subclasses of analy...
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In this paper we investigate several interesting properties of the fractional calculus operators, the Carlson-Shaffer linear operator L(a,c) and a certain integral operator, associated with various subclasses of analytic and univalent functions. We also investigate the relationships of some of these classes with the Hardy spaceH∞(of bounded analytic functions in the open unit disk μ and with some families of multiplier transformations.
The coefficients of a plant of an abstract control problem are perturbed. It is shown that the characterizations given by Zolezzi for the abstract quadratic control problem in Hilbert spaces remain true for more gener...
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The coefficients of a plant of an abstract control problem are perturbed. It is shown that the characterizations given by Zolezzi for the abstract quadratic control problem in Hilbert spaces remain true for more general functions and spaces.
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