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Vu Khac Ky
Vu Khac Ky
FPT University
Verified email at fpt.edu.vn
Title
Cited by
Cited by
Year
A formal proof of the Kepler conjecture
T Hales, M Adams, G Bauer, TD Dang, J Harrison, H Le Truong, ...
Forum of mathematics, Pi 5 (e2), 2017
3532017
Surrogate‐based methods for black‐box optimization
KK Vu, C d'Ambrosio, Y Hamadi, L Liberti
International Transactions in Operational Research 24 (3), 393-424, 2017
1402017
Random projections for linear programming
K Vu, PL Poirion, L Liberti
Mathematics of Operations Research 43 (4), 1051-1071 (2018), 2018
42*2018
New error measures and methods for realizing protein graphs from distance data
C D’ambrosio, K Vu, C Lavor, L Liberti, N Maculan
Discrete & Computational Geometry 57, 371-418, 2017
22*2017
Barvinok’s naive algorithm in distance geometry
L Liberti, K Vu
Operations Research Letters 46 (5), 476-481, 2018
122018
Random projections for quadratic programs
C D’Ambrosio, L Liberti, PL Poirion, K Vu
Mathematical Programming 183, 619-647 (2020), 2020
102020
Gaussian random projections for Euclidean membership problems
K Vu, PL Poirion, L Liberti
Discrete Applied Mathematics 253: 93-102 (2019), 2019
102019
Random projections for conic programs
L Liberti, PL Poirion, K Vu
Linear Algebra and its Applications 626, 204-220, 2021
82021
Random projections for quadratic programs over a Euclidean ball
K Vu, PL Poirion, C D’Ambrosio, L Liberti
Integer Programming and Combinatorial Optimization, IPCO 2019, pp 442-452, 2019
72019
Random projection for high-dimensional optimization
VK Ky
PhD Thesis, Ecole Polytechnique, Université Paris-Saclay, 2016
72016
A formal proof of the Kepler conjecture. Forum of Mathematics, Pi 5 (2017)
T Hales, M Adams, G Bauer, TD Dang, J Harrison, LT Hoang, C Kaliszyk, ...
URL: https://doi. org/10.1017/fmp, 2017
62017
Random projections for trust region subproblems
K Vu, PL Poirion, C D'Ambrosio, L Liberti
arXiv preprint arXiv:1706.02730, 2017
32017
Computational experience on Distance Geometry Problems
C D’Ambrosio, VK Ky, C Lavor, L Liberti, N Maculan
XII Global Optimization Workshop, 97-100, 2014
32014
A formal proof of the Kepler conjecture. CoRR (2015)
TC Hales, M Adams, G Bauer, DT Dang, J Harrison, TL Hoang, C Kaliszyk, ...
arXiv preprint arXiv:1501.02155, 0
3
Fast approximate solution of large dense linear programs
L Liberti, P Poirion, K Vu
12016
Solving LP using random projections
L Liberti, PL Poirion, K Vu
Electronic Notes in Discrete Mathematics 55, 53-56, 2016
12016
Random projections for linear programming
VK Ky, PL Poirion, L Liberti
Optimization-online.org, 2017
2017
Random projections for high-dimensional optimization problems
K Vu
4OR - A Quarterly Journal of Operations Research 15 (3), 327-328, 2017
2017
On an optimal constraint aggregation method for integer programming and on an analytic expression of the number of integer points in a polytope
PL Poirion, VK Ky, L Liberti
arXiv preprint arXiv:1605.08742, 2016
2016
Projection aléatoire pour la programmation linéaire et la programmation linéaire en nombres entiers
PL Poirion, VK Ky, L Liberti
17th conference ROADEF, French Society of Operations Research, 2016
2016
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