Add to ORKGInternational audienceWe are presenting new and efficient methods for numerical differentiation, i.e., for estimating derivatives of a noisy time signal. They are illustrated, via convincing numerical simulations, by the analysis of an academic signal and by the feedback control of a nonlinear system
revised look at numerical differentiation with an application to nonlinear feedback contro
International audienceNumerical causal derivative estimators from noisy data are essential for real ...
In this note, we propose high-gain numerical differentiators for estimating the higher derivatives o...
International audienceWe are presenting new and efficient methods for numerical differentiation, i.e...
International audienceNumerical differentiation in noisy environment is revised through an algebraic...
AbstractWe present an innovative method for multivariate numerical differentiation i.e. the estimati...
International audienceWe present an innovative method for multivariate numerical differentiation i.e...
International audienceIn this note, firstly a modified numerical differentiation scheme is presented...
International audienceNon-linear state estimation and some related topics, like parametric estimatio...
The numerical differentiation has been considered an important problem to deal in control, signal pr...
Abstract Numerical differentiation in noisy environment is revised through an algebraic approach. Fo...
International audienceThe historical developments, parametrization, and numerous applications of alg...
International audienceIn this paper, the numerical differentiation by integration method based on Ja...
The basic Mitrovic equations are extended to apply to variations in any chosen coefficients of the c...
AbstractIn this paper, the numerical differentiation by integration method based on Jacobi polynomia...
revised look at numerical differentiation with an application to nonlinear feedback contro
International audienceNumerical causal derivative estimators from noisy data are essential for real ...
In this note, we propose high-gain numerical differentiators for estimating the higher derivatives o...
International audienceWe are presenting new and efficient methods for numerical differentiation, i.e...
International audienceNumerical differentiation in noisy environment is revised through an algebraic...
AbstractWe present an innovative method for multivariate numerical differentiation i.e. the estimati...
International audienceWe present an innovative method for multivariate numerical differentiation i.e...
International audienceIn this note, firstly a modified numerical differentiation scheme is presented...
International audienceNon-linear state estimation and some related topics, like parametric estimatio...
The numerical differentiation has been considered an important problem to deal in control, signal pr...
Abstract Numerical differentiation in noisy environment is revised through an algebraic approach. Fo...
International audienceThe historical developments, parametrization, and numerous applications of alg...
International audienceIn this paper, the numerical differentiation by integration method based on Ja...
The basic Mitrovic equations are extended to apply to variations in any chosen coefficients of the c...
AbstractIn this paper, the numerical differentiation by integration method based on Jacobi polynomia...
revised look at numerical differentiation with an application to nonlinear feedback contro
International audienceNumerical causal derivative estimators from noisy data are essential for real ...
In this note, we propose high-gain numerical differentiators for estimating the higher derivatives o...