Titlebook: Iterative Methods for Fixed Point Problems in Hilbert Spaces; Andrzej Cegielski Book 2013 Springer-Verlag Berlin Heidelberg 2013 47-02, 49

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Andrzej Cegielskit of users who need to accomplish some task, and sets out to discover through evaluation whether a given software system will help them to do so effectively, productively, safely, and with a sense of satisfaction. (Note that, following ISO, user here is used in a very wide sense and encompasses much

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Andrzej Cegielskiber of organizations have arisen to address the demand for greater volumes of linguistic data in a wider variety of languages with more sophisticated annotation and better quality. A great deal of the linguistic data available today results from common task technology evaluation programs that, at le

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Algorithmic Projection Operators, properties of operators presented in Chap. 2. Since the metric projection plays an important role in the construction of algorithmic projection operators, we give the formulas for the metric projection onto simple closed convex subsets usually used in applications. Furthermore, we give properties o

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Projection Methods,asibility problem, split feasibility problem, variational inequality. All these problems can be reduced to finding fixed points of quasi-nonexpansive operators. We present several versions of the alternating projection method, projected gradient method, simultaneous projection method, cyclic project

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Andrzej Cegielskihe highest possible degree of welfare. For this reason government intervention in the market process or corrections of decisions made by economic actors must be justified. It must be proven that there is a market failure in the area in question, i.e. that undesirable effects for society as a whole w

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