Le Thi Hoai An
TitleCited byYear
Convex analysis approach to dc programming: Theory, algorithms and applications
PD Tao, LT Hoai An
Acta Mathematica Vietnamica 22 (1), 289-355, 1997
6181997
The DC (difference of convex functions) programming and DCA revisited with DC models of real world nonconvex optimization problems
LT Hoai An, PD Tao
Annals of Operations Research 133 (1-4), 23-46, 2005
6162005
“DC Optimization Algorithms for Solving the Trust Region Subproblem.”
PD Tao, LT Hoai An
SIAM J. Optim 8, 476-505, 1998
4941998
" Solving a Class of Linearly Constrained Indefinite Quadratic Problems by DC Algorithms
LT Hoai An, PD Tao
J. Global Optimization 11, 253-285, 1997
2851997
Object pose from 2-D to 3-D point and line correspondences
TQ Phong, R Horaud, A Yassine, PD Tao
International Journal of Computer Vision 15 (3), 225-243, 1995
2111995
Duality in dc (difference of convex functions) optimization. Subgradient methods
PD Tao
Trends in Mathematical Optimization, 277-293, 1988
1251988
Recent advances in DC programming and DCA
TP Dinh, HA Le Thi
Transactions on Computational Intelligence XIII, 1-37, 2014
1122014
Large-scale molecular optimization from distance matrices by a dc optimization approach
LT Hoai An, PD Tao
SIAM Journal on Optimization 14, 77, 2003
1042003
Exact penalty in DC programming
HA Le Thi, TP Dinh, M Le Dung
1011999
Branch and Bound Method via dc Optimization Algorithms andEllipsoidal Technique for Box Constrained Nonconvex Quadratic Problems
LT Hoai An, PD Tao
Journal of Global Optimization 13 (2), 171-206, 1998
981998
Exact penalty and error bounds in DC programming
HA Le Thi, T Pham Dinh, HV Ngai
Journal of Global Optimization, 1-27, 2011
972011
DC approximation approaches for sparse optimization
HA Le Thi, TP Dinh, HM Le, XT Vo
European Journal of Operational Research 244 (1), 26-46, 2015
942015
Algorithms for solving a class of nonconvex optimization problems. Methods of subgradients
PD Tao
North-Holland Mathematics Studies 129, 249-271, 1986
921986
An efficient algorithm for globally minimizing a quadratic function under convex quadratic constraints
LT Hoai An
Mathematical programming 87 (3), 401-426, 2000
912000
A DC programming approach for feature selection in support vector machines learning
HA Le Thi, HM Le, VV Nguyen, T Pham Dinh
Advances in Data Analysis and Classification 2 (3), 259-278, 2008
842008
Numerical solution for optimization over the efficient set by dc optimization algorithms
PD Tao, LD Muu
Operations Research Letters 19 (3), 117-128, 1996
811996
Proximal decomposition on the graph of a maximal monotone operator
P Mahey, S Oualibouch, PD Tao
SIAM Journal on Optimization 5 (2), 454-466, 1995
811995
A new efficient algorithm based on DC programming and DCA for clustering
MT Belghiti, PD Tao
Journal of Global Optimization 37 (4), 593-608, 2007
782007
A continuous approch for globally solving linearly constrained quadratic
HA Le Thi, TP Dinh
Optimization 50 (1-2), 93-120, 2001
712001
Contribution à l’optimisation non convexe et l’optimisation globale: Théorie, Algorithmes et Applications
HA Le Thi
Habilitation à Diriger des Recherches, Université de Rouen, France, 1997
691997
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