Simple Haar Wavelets: Part 4a: Ordered Fast Haar Wavelet Transform
1) Ordered Fast Haar Wavelet Transform
2) Array representation of a sample
3) Ordered Fast Haar Wavelet Transform as a series of array iterations
4) Each array iteration is a series of applications of the Basic Haar Wavelet Transform to each consecutive pair of elements
5) The approximating function of the previous array is the sum of the step functions and wavelets of the current array obtained after a single iteration
6) The wavelets measure the change from the approximation of the original function at a higher frequency to the approximation of the same function at a lower frequency
7) Video narration: Vladimir Kulyukin