- CART and Best-Ortho-Basis: A Connection
- DE-NOISING BY SOFT-THRESHOLDING
- Digital Curvelet Transform: Strategy, Implementation and Experiments
- Adaptive Multiscale Detection of Filamentary Structures
- Sparse Components of Images Optimal Atomic Decompositions
- Fast Solution of 1-norm Minimization Problems When the Solution May be Sparse
- Ideal Denoising in an orthonormal basis chosen from a library of bases
- WaveLab and Reproducible Research Jonathan B. Buckheit and David L. Donoho
- Data Compression and Harmonic Analysis D.L. Donoho, M. Vetterli,
- Estimating Covariances of Locally Stationary Processes: Rates of Convergence of Best Basis Methods
- PNAS Inaugural Article: Tight Frames of kPlane Ridgelets
- NONLINEAR ``WAVELET TRANSFORMS'' BASED ON MEDIANINTERPOLATION
- Ridge Functions and Orthonormal Ridgelets David L. Donoho
- Wedgelets: Nearly-Minimax Estimation of Edges David L. Donoho
- Unconditional Bases and BitLevel Compression David L. Donoho
- For Most Large Underdetermined Systems of Linear Equations the Minimal 1
- Beamlets and Multiscale Image Analysis David L. Donoho1
- On Minimum Entropy Segmentation David L. Donoho
- Orthonormal Ridgelets and Linear Singularities David L. Donoho
- Compressed Sensing MRI Michael Lustig, Student Member, IEEE, David L. Donoho Member, IEEE
- Sparse Nonnegative Solution of Underdetermined Linear Equations by
- Uncertainty Principles and Ideal Atomic Decomposition David L. Donoho and Xiaoming Huo
- DeslauriersDubuc: Ten Years After D.L. Donoho and Thomas P.Y. Yu
- Asymptotic Minimaxity of False Discovery Rate Thresholding for Sparse Exponential Data
- PNAS Inaugural Article: Tight Frames of k-Plane Ridgelets
- Wedgelets: NearlyMinimax Estimation of Edges David L. Donoho
- Improved Linear Discrimination Using TimeFrequency Dictionaries
- Smooth Wavelet Decompositions with Blocky Coecient Kernels
- COUNTING FACES OF RANDOMLY-PROJECTED POLYTOPES WHEN THE PROJECTION RADICALLY LOWERS DIMENSION
- Density estimation by wavelet thresholding David L. Donoho1,
- Estimating Covariances of Locally Stationary Processes: Rates of Convergence of Best Basis Methods
- SMOOTH MULTIWAVELET DUALS OF ALPERT BASES BY MOMENTINTERPOLATING REFINEMENT
- Minimax Risk over lp-Balls for lq-error David L. Donoho
- Higher Criticism for Detecting Sparse Heterogeneous David Donoho and Jiashun Jin
- When Does Non-Negative Matrix Factorization Give a Correct Decomposition into Parts?
- Asymptotic Minimaxity of Wavelet Estimators with Sampled Data
- 15 Years of Reproducible Research in Computational Harmonic Analysis
- ATOMIC DECOMPOSITION BY BASIS PURSUIT SCOTT SHAOBING CHENy , DAVID L. DONOHOz , AND MICHAEL A. SAUNDERSx
- Neighborliness of Randomly-Projected Simplices in High Dimensions
- Sparse Solution of Underdetermined Linear Equations by Stagewise Orthogonal Matching Pursuit
- Multiscale Representations for Manifold-Valued Data Inam Ur Rahman
- High-Dimensional Centrally-Symmetric Polytopes With Neighborliness Proportional to Dimension
- Extensions of Compressed Sensing Yaakov Tsaig
- For Most Large Underdetermined Systems of Equations, the Minimal 1
- Connect-The-Dots: How many random points
- Near-Optimal Detection of Geometric Objects by Fast Multiscale Methods
- An Information-Theoretic Approach to Traffic Matrix Yin Zhang Matthew Roughan Carsten Lund David Donoho
- Optimally Sparse Representation in General (non-Orthogonal) Dictionaries via 1
- Image manifolds which are isometric to Euclidean space David L. Donoho and Carrie Grimes
- Multiscale Geometric Analysis for 3-D Catalogues D. L. Donoho a, O. Levi a, J.-L. Starck b and V.J. Martinez c
- Fast X-Ray and Beamlet Transforms for Three-Dimensional Data
- Can Recent Innovations in Harmonic Analysis `Explain' Key Findings in Natural Image Statistics?
- Wald Lecture I: Counting Bits with Kolmogorov and Shannon
- Adapting to Unknown Sparsity by controlling the
- Recovering Edges in Ill-Posed Inverse Problems
- Ridge Functions and Orthonormal Ridgelets David L. Donoho
- Sparse Components of Images Optimal Atomic Decompositions
- SMOOTH MULTIWAVELET DUALS OF ALPERT BASES BY MOMENT-INTERPOLATING REFINEMENT
- Renormalizing Experiments for Nonlinear Functionals
- Unconditional Bases and Bit-Level Compression David L. Donoho
- Translation-Invariant De-Noising R.R. Coifman and D.L. Donoho
- Basis Pursuit Shaobing Chen David Donoho
- Neo-Classical Minimax Problems, Thresholding, and Adaptation David L. Donoho1 Iain M. Johnstone2
- Wavelet Shrinkage: Asymptopia? David L. Donoho1, Iain M. Johnstone1,
- Interpolating Wavelet Transforms David L. Donoho
- Unconditional Bases are Optimal Bases for Data Compression and
- Ideal Spatial Adaptation by Wavelet Shrinkage David L. Donoho
- Minimax Estimation via Wavelet Shrinkage David L. Donoho
- Orthonormal Ridgelets and Linear Singularities David L. Donoho
- Improved Linear Discrimination Using Time-Frequency Dictionaries
- Asymptotic Minimaxity of Wavelet Estimators with Sampled Data
- Hessian Eigenmaps: new locally linear embedding techniques for
- The Kolmogorov Sampler David L. Donoho
- Curvelets and Curvilinear Integrals Emmanuel J. Cand`es & David L. Donoho
- Nonlinear Solution of Linear Inverse Problems by
- NONLINEAR "WAVELET TRANSFORMS" BASED ON MEDIAN-INTERPOLATION
- Higher Criticism Thresholding: Optimal Feature Selection when
- Neighborly Polytopes and Sparse Solution of Underdetermined Linear Equations
- Adapting to Unknown Smoothness Wavelet Shrinkage
- Compressed Sensing David L. Donoho
