Bernstein-Bézier-Methoden und Interpolation mit bivariaten Splineräumen

Engelmann, Angelika

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URL:	https://ub-madoc.bib.uni-mannheim.de/82
URN:	urn:nbn:de:bsz:180-madoc-828
Document Type:	Doctoral dissertation
Year of publication:	2003
The title of a journal, publication series:	None
Publishing house:	Universität Mannheim
Evaluator:	Nürnberger, Günther
Date of oral examination:	13 March 2003
Publication language:	German
Institution:	School of Business Informatics and Mathematics > Mathematik IV (Nürnberger 1993-2006)
Subject:	510 Mathematics
Classification:	MSC: 41A05 ,
Subject headings (SWD):	Spline-Interpolation , Triangulierung , Bernstein-Bézier-Darstellung
Keywords (English):	Spline-Interpolation , Triangulation , Bernstein-Bézier-methods
Abstract:	Gegenstand der Dissertation ist die Entwicklung induktiver Algorithmen zur Konstruktion allgemeiner Hermite- und Lagrange-Interpolationsmengen für bivariate Splineräume auf Triangulierungen. Betrachtet werden bivariate Splineräume vom Grad q und der Differenzierbarkeitsordnung r mit r
Translation of the title:	Bernstein-Bézier-methods and interpolation with bivariate spline spaces (English)
Translation of the abstract:	The subject of this work is the development of inductive algorithms for the construction of general Hermite and Lagrange interpolation sets for bivariate spline spaces on triangulations. The spline spaces under consideration are of degree q and smoothness r with r (English)
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BASE: Engelmann, Angelika

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