Titlebook: Optimal Estimation in Approximation Theory; Charles A. Micchelli,Theodore J. Rivlin (Symposium Book 1977 Springer Science+Business Media N

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https://doi.org/10.1007/978-1-4684-2388-4Approximation; algorithms; approximation theory; character; computation; construction; control; data transm

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APO

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Computational Aspects of Optimal Recovery,hat recovery scheme is given first, in order to make the paper selfcontained and also to provide an alternative to the original derivation in [15]. For the latter reason, a derivation of the related envelope construction of Gaffney and Powell [8] is also given. From a computational point of view, th

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Yag-Capsulotomy

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Estimation Problems in Crystallography,toms within that cell. This contribution is mainly concerned with the estimation of unit cell dimensions from data obtained by x-ray diffraction of a polycrystalline substance. Compared to the number of parameters to be estimated and to the desired accuracy, the given information turns out to be rat

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Optimal Approximation in Automated Cartography,g of maps. Therein, cartographic generalization still is a vital problem..Generalization in cartography is the process of transforming the contents of a map into a form appropriate for a map of smaller scale; it consists of several partial processes (as selection, geometric combination, qualitative