The historical developments, parametrization, and numerous applications of algebraic numerical differentiation methods initiated by Fliess, Mboup, Join, and Sira-Ramírez are …
The design of observers for nonlinear systems with unknown, time-varying, bounded delays, on both state and input, still constitutes an open problem. In this technical note, we show …
We present in this paper an algebraic derivative method of the line current in order to detect the presence of series arcs in an AC or DC electrical installation. The first derivative is …
PR Bertrand, M Fhima, A Guillin - Sequential Analysis, 2011 - Taylor & Francis
This article deals with off-line detection of change points, for time series of independent observations, when the number of change points is unknown. We propose a sequential …
A fault-tolerant control method based on algebraic derivative estimation is introduced. It is applied on an electromagnetically supported plate as an example of a nonlinear and an …
I Matyasovszky - Theoretical and Applied Climatology, 2011 - Springer
Two concepts are introduced for detecting abrupt climate changes. In the first case, the sampling frequency of climate data is high as compared to the frequency of climate events …
S Rezk, C Join, S El Asmi - 2011 19th European Signal …, 2011 - ieeexplore.ieee.org
In this paper, a new robust method for R wave detection in ECG signal is proposed by using algebraic derivative estimation based technique. In fact, this new and efficient method relies …
R Ushirobira, W Perruquetti, M Mboup… - IFAC Proceedings Volumes, 2012 - Elsevier
The amplitude, frequency and phase of a biased and noisy sum of two complex exponential sinusoidal signals are estimated via new algebraic techniques providing a robust estimation …
In this paper, an algebraic approach for the finite-time feedback control problem is provided for second-order systems where only the second-order derivative of the controlled variable …