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

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ly being used in important areas of application of approximation theory such as: crystallography, data transmission systems, cartography, reconstruction from x-rays, planning of radiation treatment, optical perception, analysis of decay processes and inertial navigation system control. It was the hope of the 978-1-4684-2390-7978-1-4684-2388-4

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Optimal Degree of Approximation by Splines,A description of spline — or piecewise polynomial functions — involves three characteristics: the nature of their pieces, their location and the smoothness at the connections.

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Analysis of Decay Processes and Approximation by Exponentials,In several sciences, e.g. in physics, chemistry, biology, and medicine, often decay processes have to be analyzed.