The following pages link to Basic properties of wavelets (Q1282047):
Displaying 45 items.
- From scaling sets to scaling functions (Q412404) (← links)
- Dyadic bivariate wavelet multipliers in \(L^2(\mathbb R^2)\) (Q475759) (← links)
- The equivalence between seven classes of wavelet multipliers and arcwise connectivity they induce (Q485188) (← links)
- Frame vector multipliers for finite group representations (Q512058) (← links)
- Lattice invariant subspaces and sampling (Q544037) (← links)
- On the direct path problem of \(s\)-elementary frame wavelets (Q625956) (← links)
- Topological and geometric properties of refinable functions and MRA affine frames (Q629254) (← links)
- On \(s\)-elementary super frame wavelets and their path-connectedness (Q645023) (← links)
- The path-connectivity of MRA wavelets in \(L^2(\mathbb R^d)\) (Q648757) (← links)
- Orthonormal dilations of parseval wavelets (Q927263) (← links)
- Multipliers, phases and connectivity of MRA wavelets in \(L^{2}(\mathbb R^{2})\) (Q967575) (← links)
- Intrinsic \(s\)-elementary Parseval frame multiwavelets in \(L^2(\mathbb R^d)\) (Q968861) (← links)
- Scaling functions on \(\mathbb R^2\) for dilations of determinant \(\pm 2\) (Q984659) (← links)
- Construction and reconstruction of tight framelets and wavelets via matrix mask functions (Q1002224) (← links)
- MRA Parseval frame wavelets and their multipliers in \(L^2(\mathbb R^n)\) (Q1036364) (← links)
- The closure of the set of tight frame wavelets (Q1038736) (← links)
- The path-connectivity of \(s\)-elementary frame wavelets with frame MRA (Q1038745) (← links)
- On the orthogonality of frames and the density and connectivity of wavelet frames (Q1038747) (← links)
- Connectivity, homotopy degree, and other properties of \(\alpha\)-localized wavelets on \(\mathbb{R}\) (Q1301342) (← links)
- Functional Gabor frame multipliers (Q1407759) (← links)
- Low-pass filters, martingales, and multiresolution analyses (Q1582143) (← links)
- On a class of bidimensional nonseparable wavelet multipliers (Q1614706) (← links)
- Connectivity in the set of Gabor frames (Q1765953) (← links)
- The characterization of low pass filters and some basic properties of wavelets, scaling functions and related concepts (Q1809002) (← links)
- Wavelets obtained by continuous deformations of the Haar wavelet (Q1914385) (← links)
- On Parseval super-frame wavelets (Q1931151) (← links)
- Parseval frame wavelet multipliers in \( L^2(\mathbb {R}^d)\) (Q1938734) (← links)
- Spaces generated by orbits of unitary representations: a tribute to Guido Weiss (Q2050695) (← links)
- Matrix Fourier multipliers for Parseval multi-wavelet frames (Q2252163) (← links)
- Functional matrix multipliers for Parseval Gabor multi-frame generators (Q2422321) (← links)
- Affine synthesis onto \(L^p\) when \(0< p \leq 1\) (Q2483004) (← links)
- Parseval frame wavelets with \(E_{n}^{(2)}\)-dilations (Q2581451) (← links)
- Gabor single-frame and multi-frame multipliers in any given dimension (Q2662517) (← links)
- Wandering vector multipliers for unitary groups (Q2716142) (← links)
- Unitary Systems and Bessel Generator Multipliers (Q2913186) (← links)
- Multiresolution Equivalence and Path Connectedness (Q2929515) (← links)
- NON-MSF WAVELETS FROM SIX INTERVAL MSF WAVELETS (Q3008641) (← links)
- Further results on the connectivity of Parseval frame wavelets (Q3419897) (← links)
- Unitary operators preserving wavelets (Q4452246) (← links)
- Characterization of matrix Fourier multiwavelet frames multipliers with integer dilation factor (Q4632718) (← links)
- The s-elementary frame wavelets are path connected (Q4813674) (← links)
- One-Dimensional Dyadic Wavelets (Q5042710) (← links)
- Generalized low pass filters and MRA frame wavelets (Q5950493) (← links)
- Nonstationary frames of translates and frames from the Weyl–Heisenberg group and the extended affine group <sup>*</sup> (Q6168160) (← links)
- Gabor frame multipliers and Parseval duals on the half real line (Q6591706) (← links)
