Min Tao
Min Tao
Verified email at nju.edu.cn
Title
Cited by
Cited by
Year
Recovering low-rank and sparse components of matrices from incomplete and noisy observations
M Tao, X Yuan
SIAM Journal on Optimization 21 (1), 57-81, 2011
4462011
Alternating direction method with Gaussian back substitution for separable convex programming
B He, M Tao, X Yuan
SIAM Journal on Optimization 22 (2), 313-340, 2012
3292012
Constrained total variation deblurring models and fast algorithms based on alternating direction method of multipliers
RH Chan, M Tao, X Yuan
SIAM Journal on imaging Sciences 6 (1), 680-697, 2013
1652013
Alternating direction algorithms for total variation deconvolution in image reconstruction
M Tao, J Yang, B He
TR0918, Department of Mathematics, Nanjing University, 2009
1242009
A splitting method for separable convex programming
B He, M Tao, X Yuan
IMA Journal of Numerical Analysis 35 (1), 394-426, 2015
1102015
An alternating direction-based contraction method for linearly constrained separable convex programming problems
B He, M Tao, M Xu, X Yuan
Optimization 62 (4), 573-596, 2013
522013
An alternating direction-based contraction method for linearly constrained separable convex programming problems
B He, M Tao, M Xu, X Yuan
Optimization 62 (4), 573-596, 2013
522013
On the Convergence Rate of Alternating Direction Method with Logarithmic-Quadratic Proximal Regularization
M Tao, X Yuan
SIAM Journal on optimization 22 (4), 1431-1448, 2012
372012
Convergence rate and iteration complexity on the alternating direction method of multipliers with a substitution procedure for separable convex programming
B He, M Tao, X Yuan
Math. Oper. Res., under revision 2, 000-000, 2012
352012
Deformation of glass forming metallic liquids: Configurational changes and their relation to elastic softening
JS Harmon, MD Demetriou, WL Johnson, M Tao
Applied physics letters 90 (13), 131912, 2007
302007
Convergence rate analysis for the alternating direction method of multipliers with a substitution procedure for separable convex programming
B He, M Tao, X Yuan
Mathematics of Operations Research 42 (3), 662-691, 2017
27*2017
Linearized alternating direction method of multipliers for constrained linear least-squares problem
RH Chan, M Tao, X Yuan
East Asian Journal on Applied Mathematics 2 (4), 326-341, 2012
212012
An inexact parallel splitting augmented Lagrangian method for monotone variational inequalities with separable structures
M Tao, X Yuan
Computational Optimization and Applications 52 (2), 439-461, 2012
212012
Decomposition methods for computing directional stationary solutions of a class of nonsmooth nonconvex optimization problems
JS Pang, M Tao
SIAM Journal on Optimization 28 (2), 1640-1669, 2018
162018
A splitting method for separate convex programming with linking linear constraints
B He, M Tao, X Yuan
Optimization-online: http://www. optimizationonline. org/DB HTML/2010/06 …, 2010
152010
Convergence analysis of the direct extension of ADMM for multiple-block separable convex minimization
M Tao, X Yuan
Advances in Computational Mathematics 44 (3), 773-813, 2018
142018
On the Optimal Linear Convergence Rate of a Generalized Proximal Point Algorithm
MIN TAO, X YUAN
12*
Rigorous convergence analysis of alternating variable minimization with multiplier methods for quadratic programming problems with equality constraints
ZZ Bai, M Tao
BIT Numerical Mathematics 56 (2), 399-422, 2016
102016
Some parallel splitting methods for separable convex programming with the O (1/t) convergence rate
M Tao
Pacific Journal of Optimization 10 (2), 359-384, 2014
102014
On Glowinski’s open question on the alternating direction method of multipliers
M Tao, X Yuan
Journal of Optimization Theory and Applications 179 (1), 163-196, 2018
92018
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Articles 1–20