Chrysa D. Papadaniil

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Common Coauthors
Commonly Cited References
Action Title Year Authors # of times referenced
+ Support detection in super-resolution 2013 Carlos Fernandez‐Granda
1
+ Real Analysis: Modern Techniques and Their Applications 1984 Gerald B. Folland
1
+ Real and Complex Analysis. 1987 G. A. Garreau
Walter Rudin
1
+ Partial Differential Equations 2022 Avner Friedman
1
+ Locally Sparse Reconstruction Using the $\ell^{1,\infty}$-Norm 2014 Pia Heins
Michael Moeller
Martin Burger
1
+ PDF Chat Exact Support Recovery for Sparse Spikes Deconvolution 2014 Vincent Duval
Gabriel PeyrĂŠ
1
+ The Differentiation of Pseudo-Inverses and Nonlinear Least Squares Problems Whose Variables Separate 1973 Gene H. Golub
VĂ­ctor Pereyra
1
+ A mollifier method for linear operator equations of the first kind 1990 Alfred K. Louis
Peter Maaß
1
+ PDF Chat Super-resolution, Extremal Functions and the Condition Number of Vandermonde Matrices 2015 Ankur Moitra
1
+ The 3D Doppler transform: elementary properties and computation of reconstruction kernels 2000 Thomas Schuster
1
+ Semi-Infinite Programming: Theory, Methods, and Applications 1993 R. Hettich
K. O. Kortanek
1
+ Uncertainty principles and ideal atomic decomposition 2001 David L. Donoho
Xiaoming Huo
1
+ PDF Chat Phase Retrieval via Matrix Completion 2015 Emmanuel J. Candès
Yonina C. Eldar
Thomas Strohmer
Vladislav Voroninski
1
+ PDF Chat Sampling Moments and Reconstructing Signals of Finite Rate of Innovation: Shannon Meets Strang–Fix 2007 Pier Luigi Dragotti
Martin Vetterli
Thierry Blu
1
+ PDF Chat Enhancing Sparsity by Reweighted ℓ 1 Minimization 2008 Emmanuel J. Candès
Michael B. Wakin
Stephen Boyd
1
+ PDF Chat Simultaneous analysis of Lasso and Dantzig selector 2009 Peter J. Bickel
Ya’acov Ritov
Alexandre B. Tsybakov
1
+ Reconstruction of vector fields in bounded domain vector tomography 2002 N.F. Osman
Jerry L. Prince
1
+ PDF Chat Super-Resolution from Noisy Data 2013 Emmanuel J. Candès
Carlos Fernandez‐Granda
1
+ PDF Chat Exact matrix completion via convex optimization 2012 Emmanuel J. Candès
Benjamin Recht
1
+ PDF Chat Decoding by Linear Programming 2005 Emmanuel J. Candès
Terence Tao
1
+ Introduction to the non-asymptotic analysis of random matrices 2010 Roman Vershynin
1
+ PDF Chat Sparse representations in unions of bases 2003 RĂŠmi Gribonval
Morten Nielsen
1
+ PDF Chat A Probabilistic and RIPless Theory of Compressed Sensing 2011 Emmanuel J. Candès
Yaniv Plan
1
+ ROBUST MODELING WITH ERRATIC DATA 1973 Jon F. Claerbout
Francis Muir
1
+ PDF Chat Virtual sensors for 2D vector field tomography 2010 Archontis Giannakidis
L. Kotoulas
Μαρία Πέτρου
1
+ PDF Chat The approximate inverse in action III: 3D-Doppler tomography 2004 Andreas Rieder
Thomas Schuster
1
+ PDF Chat Sampling signals with finite rate of innovation 2002 Martin Vetterli
Pina Marziliano
Thierry Blu
1
+ An efficient mollifier method for three-dimensional vector tomography: convergence analysis and implementation 2001 Thomas Schuster
1
+ CoSaMP: Iterative signal recovery from incomplete and inaccurate samples 2008 Deanna Needell
Joel A. Tropp
1
+ Heat source identification based on $l_1$ constrained minimization 2014 Richard Tzong‐Han Tsai
Stanley Osher
Yingying Li
1
+ PDF Chat Compressed Sensing Off the Grid 2013 Gongguo Tang
Badri Narayan Bhaskar
Parikshit Shah
Benjamin Recht
1
+ A Universal Sampling Framework for Solving Physics-driven Inverse Source Problems. 2017 John Murray–Bruce
Pier Luigi Dragotti
1
+ PDF Chat The Alternating Descent Conditional Gradient Method for Sparse Inverse Problems 2017 Nicholas Boyd
Geoffrey Schiebinger
Benjamin Recht
1
+ PDF Chat Super-resolution of point sources via convex programming 2016 Carlos Fernandez‐Granda
1
+ A Sampling Framework for Solving Physics-Driven Inverse Source Problems 2017 John Murray–Bruce
Pier Luigi Dragotti
1
+ PDF Chat Implicit Regularization in Nonconvex Statistical Estimation: Gradient Descent Converges Linearly for Phase Retrieval, Matrix Completion, and Blind Deconvolution 2019 Cong Ma
Kaizheng Wang
Yuejie Chi
Yuxin Chen
1
+ PDF Chat Multicompartment magnetic resonance fingerprinting 2018 Sunli Tang
Carlos Fernandez‐Granda
Sylvain Lannuzel
Brett Bernstein
Riccardo Lattanzi
Martijn A. Cloos
Florian KnĂśll
Jakob Assländer
1
+ A Dual Certificates Analysis of Compressive Off-the-Grid Recovery. 2018 Clarice Poon
Nicolas Keriven
Gabriel PeyrĂŠ
1
+ PDF Chat Superresolution without separation 2017 Geoffrey Schiebinger
Elina Robeva
Benjamin Recht
1
+ Sparse non-negative super-resolution -- simplified and stabilised 2018 Armin Eftekhari
Jared Tanner
Andrew Thompson
Bogdan Toader
Hemant Tyagi
1
+ PDF Chat Sparse Inverse Problems over Measures: Equivalence of the Conditional Gradient and Exchange Methods 2019 Armin Eftekhari
Andrew Thompson
1
+ Semi-infinite programming 2006 Marco A. LĂłpez
Georg Still
1
+ PDF Chat A Learning-based Framework for Line-spectra Super-resolution 2019 Gautier Izacard
Brett Bernstein
Carlos Fernandez‐Granda
1
+ PDF Chat The sliding Frank–Wolfe algorithm and its application to super-resolution microscopy 2019 Quentin Denoyelle
Vincent Duval
Gabriel PeyrĂŠ
Emmanuel Soubies
1
+ PDF Chat Demixing sines and spikes: Robust spectral super-resolution in the presence of outliers 2017 Carlos Fernandez‐Granda
Gongguo Tang
Xiaodong Wang
Le Zheng
1
+ PDF Chat Deconvolution of Point Sources: A Sampling Theorem and Robustness Guarantees 2018 Brett Bernstein
Carlos Fernandez‐Granda
1
+ PDF Chat Super-resolution of point sources via convex programming 2015 Carlos Fernandez‐Granda
1
+ Robust recovery of stream of pulses using convex optimization 2016 Tamir Bendory
Shai Dekel
Arie Feuer
1
+ PDF Chat Towards a Mathematical Theory of Super‐resolution 2013 Emmanuel J. Candès
Carlos Fernandez‐Granda
1
+ PDF Chat Introduction to the non-asymptotic analysis of random matrices 2012 Roman Vershynin
1