Best Linear Spline Approximation in the Univariate Case
Автор: UC Davis Academics
Загружено: 2014-10-25
Просмотров: 238
Описание: Lecture 16: Professor Hamann discusses uniform equidistant and non-uniform knot spacing, best linear spline approximation over two-dimensional triangulations, hat functions defined for platelets, computing "good indices" for the sites of a triangulated scattered data set via the Cuthill-McKee algorithm and obtaining band matrices with small bandwidth.
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