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2009•Journal of Guangxi Academy of SciencesRequires access

A Local Basis for C~2 Quintic Spline Space over S_5~2△_W Triangulation

Juxia Xiong

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Abstract

S52(△W) is the bivariate C2-quintic spline space based on Wang's refined triangulation.In this paper,representations of eleven locally supported the basis of S52(△W) given by using the Hermite interpolation conditions.

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What this paper is about

S52(△W) is the bivariate C2-quintic spline space based on Wang's refined triangulation.In this paper,representations of eleven locally supported the basis of S52(△W) given by using the Hermite interpolation conditions.

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Available abstract

S52(△W) is the bivariate C2-quintic spline space based on Wang's refined triangulation.In this paper,representations of eleven locally supported the basis of S52(△W) given by using the Hermite interpolation conditions.

Key concepts: Spline (mechanical), Basis (linear algebra), Triangulation, Quintic function, Mathematics, Space (punctuation), Combinatorics, Computer science

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