Can someone help with a step by step approach to obtain the elements of nth order integral of the Haar function (operational matrix of integer integration of Haar wavelet) for example when J=2, and Pi,1(x)
Dear friend Samuel Osei-Asante
To obtain the elements of nth order integral of the Haar function, we can use the following steps:
The Haar function can be defined as follows:
psi(x) = 1 for 0 0 and J/2 0 and 0
I would check the book "Wavelets and Operators" by Y. Meyer (Cambridge University Press, 1990).
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