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- W2024144967 abstract "Behandelt wird das Ausgleichsproblem für gegebene Näherungswerte einer mehrfach monotonen Funktion. Im allgemeinen Fall werden die Lösungen durch Minimalpolynome eingeschlossen. Im sogenannten Idealfall gibt es ein eindeutig bestimmtes Ausgleichspolynom, dessen Grad in optimaler Weise festgelegt ist. Zur Berechnung dieses Polynoms wird eine Verfahren mit verhältnismäßig geringem Speicherplatzbedarf angegeben. For given approximating values of a repeatedly monotonous function there is treated the smoothing problem. In the general case the solutions are included by minimal polynomials. In the so called ideal case there exists a unique smoothing polynomial, the degree of which is determined in an optimal way. The numerical calculation of this polynomial is done by means of an algorithm requiring a relatively small need of memory." @default.
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- W2024144967 date "1985-01-01" @default.
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- W2024144967 title "Zur Identifikation mehrfach monotoner Funktionen" @default.
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- W2024144967 doi "https://doi.org/10.1002/zamm.19850651006" @default.
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