Applied and Computational Harmonic Analysis

Papers
(The TQCC of Applied and Computational Harmonic Analysis is 6. The table below lists those papers that are above that threshold based on CrossRef citation counts [max. 250 papers]. The publications cover those that have been published in the past four years, i.e., from 2020-04-01 to 2024-04-01.)
ArticleCitations
Adaptive synchrosqueezing transform with a time-varying parameter for non-stationary signal separation46
Spectrality of self-affine Sierpinski-type measures on R45
Graph convolutional neural networks via scattering42
Aliasing error of the exp(β<33
Fractional Fourier transforms on L and applications32
Reproducing kernel Hilbert space compactification of unitary evolution groups29
Stable super-resolution limit and smallest singular value of restricted Fourier matrices28
Loss landscapes and optimization in over-parameterized non-linear systems and neural networks27
Koopman spectra in reproducing kernel Hilbert spaces23
Distributed kernel gradient descent algorithm for minimum error entropy principle21
Time-scale-chirp_rate operator for recovery of non-stationary signal components with crossover instantaneous frequency curves21
Uniqueness of STFT phase retrieval for bandlimited functions21
Large data and zero noise limits of graph-based semi-supervised learning algorithms21
Perspectives on CUR decompositions21
Phase retrieval of real-valued signals in a shift-invariant space20
Improved bounds for the eigenvalues of prolate spheroidal wave functions and discrete prolate spheroidal sequences19
Optimal rates for spectral algorithms with least-squares regression over Hilbert spaces19
Signal separation based on adaptive continuous wavelet-like transform and analysis17
Wigner analysis of operators. Part I: Pseudodifferential operators and wave fronts17
ℓ1-Analysis minimization and generalized (co-)sparsity: When does recovery succeed?17
A sharp upper bound for sampling numbers in L216
Approximate support recovery of atomic line spectral estimation: A tale of resolution and precision16
Spectral convergence of graph Laplacian and heat kernel reconstruction in L∞ from random samples15
Generalization error of random feature and kernel methods: Hypercontractivity and kernel matrix concentration14
Maximum entropy models from phase harmonic covariances14
Spectrality of generalized Sierpinski-type self-affine measures14
High-order approximation rates for shallow neural networks with cosine and ReLU activation functions14
On signal reconstruction from FROG measurements13
Wavelet thresholding for recovery of active sub-signals of a composite signal from its discrete samples13
Learning under (1 + ϵ)-moment conditions13
Time-frequency transforms of white noises and Gaussian analytic functions13
Analysis of the ratio of ℓ1 and ℓ2 norms in compressed sensing13
Low-rank matrix recovery via regularized nuclear norm minimization13
Near-optimal performance bounds for orthogonal and permutation group synchronization via spectral methods12
A mathematical theory of the computational resolution limit in one dimension12
An edge driven wavelet frame model for image restoration12
Random sampling and reconstruction of concentrated signals in a reproducing kernel space12
Sparse non-negative super-resolution — simplified and stabilised12
Isotropic sparse regularization for spherical harmonic representations of random fields on the sphere11
Gabor phase retrieval is severely ill-posed11
Convex optimization in sums of Banach spaces11
A necessary and sufficient condition for sparse vector recovery via ℓ1 − ℓ2 minimization11
Wavelet characterization of Besov and Triebel–Lizorkin spaces on spaces of homogeneous type and its applications11
Graph Fourier transform based on ℓ1 norm variation minimization11
High-dimensional sparse FFT based on sampling along multiple rank-1 lattices11
Compactly supported quasi-tight multiframelets with high balancing orders and compact framelet transforms10
Riesz transform associated with the fractional Fourier transform and applications in image edge detection10
Quasi-projection operators in weighted L spaces10
Complex best r-term approximations almost always exist in finite dimensions9
Solving phase retrieval with random initial guess is nearly as good as by spectral initialization9
How to get high resolution results from sparse and coarsely sampled data9
Defining the wavelet bispectrum9
Data-driven spatiotemporal modal decomposition for time frequency analysis9
Injectivity of Gabor phase retrieval from lattice measurements9
Infinite dimensional compressed sensing from anisotropic measurements and applications to inverse problems in PDE9
Estimation under group actions: Recovering orbits from invariants9
Improved spectral convergence rates for graph Laplacians on ε-graphs and k-NN graphs8
Regularization of inverse problems by filtered diagonal frame decomposition8
Group sparse recovery in impulsive noise via alternating direction method of multipliers8
Sparse recovery in bounded Riesz systems with applications to numerical methods for PDEs8
Analysis and algorithms for ℓ-based semi-supervised learning on graphs8
Analysis of a direct separation method based on adaptive chirplet transform for signals with crossover instantaneous frequencies8
A classification of anisotropic Besov spaces8
Quasi-tight framelets with high vanishing moments derived from arbitrary refinable functions8
Disentangling modes with crossover instantaneous frequencies by synchrosqueezed chirplet transforms, from theory to application8
Generalization bounds for sparse random feature expansions8
Dynamical sampling for shift-preserving operators8
Activation function design for deep networks: linearity and effective initialisation8
Intertwining wavelets or multiresolution analysis on graphs through random forests8
Rician noise removal via weighted nuclear norm penalization8
Neural collapse under cross-entropy loss8
The universal approximation theorem for complex-valued neural networks8
Wavelets on intervals derived from arbitrary compactly supported biorthogonal multiwavelets7
Interpolating splines on graphs for data science applications7
Generalizing CoSaMP to signals from a union of low dimensional linear subspaces7
Multi-view kernel consensus for data analysis7
Differentially private SGD with non-smooth losses7
A fast simple algorithm for computing the potential of charges on a line7
Multiresolution mode decomposition for adaptive time series analysis6
The diffusion geometry of fibre bundles: Horizontal diffusion maps6
Harmonic analysis on directed graphs and applications: From Fourier analysis to wavelets6
A multiscale environment for learning by diffusion6
Data-driven efficient solvers for Langevin dynamics on manifold in high dimensions6
A stochastic sparse representation: n-best approximation to random signals and computation6
Constructive subsampling of finite frames with applications in optimal function recovery6
Understanding neural networks with reproducing kernel Banach spaces6
Almost everywhere generalized phase retrieval6
Sparse signal recovery from phaseless measurements via hard thresholding pursuit6
Phase retrieval using alternating minimization in a batch setting6
Computing committors in collective variables via Mahalanobis diffusion maps6
Diffusion K-means clustering on manifolds: Provable exact recovery via semidefinite relaxations6
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