Inner Product Orthonormal Basis. This is the currently selected item. Orthonormal wavelet basis functions are of fixed shape as they tile the time-frequency space in a pre-determined and rigid manner.
In case you missed it, that completes the proof that and are.
The characteristic polynomial of T splits over C.
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Inner product spaces
We study inner products and important properties, such as Pythagorean Theorem, Orthogonal Decomposition, and Orthonormal Basis. If you don't know which vectors are orthonormal towards eachother, then you can't define a dot product. mean exactly that - that the above picture is absolutely necessary in order to have a 'normal' inner. But orthonormal vectors of the dot product will not be the orthonormal vectors you want.
