| 1 |
Non-asymptotic numerical differentiation: a kernel-based approach
Li P, Pin G, Fedele G, Parisini T
International Journal of Control, 91(9), 2090, 2018 |
| 2 |
Obtaining model-independent growth rates from experimental data of dry thermal oxidation of silicon
Yeow YL, Liow JL, Leong YK
AIChE Journal, 60(5), 1810, 2014 |
| 3 |
Data smoothing and numerical differentiation by a regularization method
Stickel JJ
Computers & Chemical Engineering, 34(4), 467, 2010 |
| 4 |
Optimal experimental design of ill-posed problems: The METER approach
Bardow A
Computers & Chemical Engineering, 32(1-2), 115, 2008 |
| 5 |
A general method of computing the derivative of experimental data
Lubansky AS, Yeow YL, Leong YK, Wickramasinghe SR, Han BB
AIChE Journal, 52(1), 323, 2006 |
| 6 |
Efficient methodology for the transient and periodic steady-state analysis of the synchronous machine using a phase coordinates model
Rodriguez O, Medina A
IEEE Transactions on Energy Conversion, 19(2), 464, 2004 |
| 7 |
Time-varying high-gain observers for numerical differentiation
Chitour Y
IEEE Transactions on Automatic Control, 47(9), 1565, 2002 |
