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Piecewise Linear Prewavelets Over Type-2 TriangulationsCao, Jiansheng, Hong, Don 01 January 2007 (has links)
In this article, we study the construction of piecewise linear prewavelets over type-2 triangulations. Different from a so-called semi-prewavelet approach, we investigate the orthogonal conditions directly and obtain parameterized prewavelets with a smaller support. The conditions for parameterized prewavelet basis on the parameters are also given.
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On the Construction of Linear Prewavelets over a Regular Triangulation.Xue, Qingbo 16 August 2002 (has links) (PDF)
In this thesis, all the possible semi-prewavelets over uniform refinements of regular triangulations have been studied. A corresponding theorem is given to ensure the linear independence of a set of different pre-wavelets obtained by summing pairs of these semi-prewavelets. This provides efficient multiresolutions of the spaces of functions over various regular triangulation domains since the bases of the orthogonal complements of the coarse spaces can be constructed very easily.
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