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Thanh Hieu Le
Thanh Hieu Le
Department of Mathematics and Statistics, Quy Nhon University
Verified email at qnu.edu.vn - Homepage
Title
Cited by
Cited by
Year
The Pythagoras number of real sum of squares polynomials and sum of square magnitudes of polynomials
TH Le, L Sorber, M Van Barel
Calcolo 50 (4), 283-303, 2013
102013
A comparison between the complex symmetric based and classical computation of the singular value decomposition of normal matrices
M Ferranti, TH Le, R Vandebril
Numerical Algorithms 67 (1), 109-120, 2014
82014
An algorithm for decomposing a non-negative polynomial as a sum of squares of rational functions
TH Le, M Van Barel
Numerical Algorithms 69 (2), 397-413, 2015
72015
A convex optimization method to solve a filter design problem
TH Le, M Van Barel
Journal of Computational and Applied Mathematics 255, 183-192, 2014
62014
A convex optimization model for finding non-negative polynomials
TH Le, M Van Barel
Journal of Computational and Applied Mathematics 301, 121-134, 2016
52016
Event-triggered state estimation for nonlinear systems aid by machine learning
DC Huong, TN Nguyen, HT Le, H Trinh
Asian Journal of Control 25 (5), 4058-4069, 2023
32023
Simultaneous diagonalization via congruence of Hermitian matrices: some equivalent conditions and a numerical solution
TH Le, TN Nguyen
SIAM Journal on Matrix Analysis and Applications 43 (2), 882-911, 2022
32022
On bounds of the Pythagoras number of the sum of square magnitudes of Laurent polynomials
TH Le, M Van Barel
Numerical Algebra, Control and Optimization (NACO) 6 (2), 91 - 102, 2016
32016
Simultaneous Diagonalization via congruence of matrices and some applications in optimization
TN Nguyen, VB Nguyen, TH Le, RL Sheu
https://arxiv.org/abs/2004.06360, 2020
2*2020
On bounds of the Pythagoras number of the sum of square magnitudes of complex polynomials
TH Le, M Van Barel
Department of Computer Science, KU Leuven, 2012
12012
Simultaneous diagonalization via congruence of real symmetric matrices and its implications in optimization
TN Nguyen, VB Nguyen, TH Le, RL Sheu
arXiv preprint arXiv:2004.06360, 2020
2020
Sum-of-square-of-rational-function based representations of positive semidefinite polynomial matrices
TH Le, NT Pham
arXiv preprint arXiv:1901.02360, 2019
2019
Rank one solutions to systems of linear equations over positive semidefinite matrices and an application to a low-pass filter design problem
HV Vo, DHU Bui, TH Le
Quy Nhon Unversity Journal of Science 7 (1), 2018
2018
Low rank solutions to differentiable systems over matrices and applications
TH Le
arXiv preprint arXiv:1701.04118, 2017
2017
An optimization model for finding nonnegative polynomials and its application to some filter design problems
TH Le, M Van Barel
Workshop on Quantum Information Theory and related Topics, Date: 2015/09/01 …, 2015
2015
Low-Rank Representations for Sum of Squares Polynomials (Lage rang voorstellingen voor veeltermen die de som zijn van kwadraten)
TH Le
2014
Unitary similarity of normal matrices to complex symmetric form
M Ferranti, R Vandebril, TH Le
International Congress on Computational and Applied Mathematics, Date: 2012 …, 2012
2012
Low-rank representation of sum of squares polynomials and applications
HT Le, M Van Barel, L Sorber
International Congress on Computational and Applied Mathematics, Ghent, 2012
2012
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Articles 1–18