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The Partition of Unity Method for High-Order Finite Volume Schemes Using Radial Basis Functions Reconstruction 被引量:1
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作者 Serena Morigi Fiorella Sgallari 《Numerical Mathematics(Theory,Methods and Applications)》 SCIE 2009年第2期153-179,共27页
This paper introduces the use of partition of unity method for the development of a high order finite volume discretization scheme on unstructured grids for solving diffusion models based on partial differential equat... This paper introduces the use of partition of unity method for the development of a high order finite volume discretization scheme on unstructured grids for solving diffusion models based on partial differential equations.The unknown function and its gradient can be accurately reconstructed using high order optimal recovery based on radial basis functions.The methodology proposed is applied to the noise removal problem in functional surfaces and images.Numerical results demonstrate the effectiveness of the new numerical approach and provide experimental order of convergence. 展开更多
关键词 Finite volume discretization radial basis functions optimal recovery REGULARIZATION image and surface denoising.
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