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Interpolatorische Kubaturformeln

Hans Joachim Schmid — 1983

INNHALT1. Einführung.......................................................................52. Allgemeine Darstellungssätze..........................................9 2.1. Der Tschebyscheff-Rang endlicher Systeme.............9 2.2. Darstellungssätze....................................................14 2.3. Anwendungen..........................................................183. Polynomiale Theorie......................................................26 3.1. Problemstellung.......................................................28 3.2....

Eine geometrische Deutung der Ungarischen Methode.

Hans Joachim Schmid — 1974

Mathematische Zeitschrift

Interpolatorische Kubatorformeln und reelle Ideale.

Hans-Joachim Schmid — 1980

Mathematische Zeitschrift

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