Orthonormal wavelet
= Orthonormal wavelet
{wiki}
An orthonormal wavelet $\psi$ generates $\{2^{j/2}\psi(2^jx-k)\}_{j,k\in\mathbb Z}$ as an orthonormal basis of $L^2(\mathbb R)$.
= Orthonormal wavelet
{wiki}
An orthonormal wavelet $\psi$ generates $\{2^{j/2}\psi(2^jx-k)\}_{j,k\in\mathbb Z}$ as an orthonormal basis of $L^2(\mathbb R)$.