Projection into Spaces Generated by Haar and Daubechies Scaling Functions
Projection into Spaces Generated by Haar and Daubechies Scaling Functions
In this Demonstration, selects which wavelet scaling function is used to project a function into a collection of subspaces of (). The approximation space is defined as the span of . Choices for are the Haar scaling function and the Daubechies scaling function with two vanishing moments.
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