A new method for estimating derivatives based on a distribution approach. - Nathalie Verdière; Lilianne Denis-Vidal; Ghislaine Joly-Blanchard (Numer. Algorithms, 2012)

Identifiability and identification of a pollution source in a river by using a semi-discretized model. - Nathalie Verdière; Ghislaine Joly-Blanchard; Lilianne Denis-Vidal (Appl. Math. Comput., 2013)

Fault detection and identification relying on set-membership identifiability. - Carine Jauberthie; Nathalie Verdière; Louise Travé-Massuyès (Annu. Rev. Control., 2013)

Determination of Set-Membership Identifiability Sets. - Laleh Ravanbod; Nathalie Verdière; Carine Jauberthie (Math. Comput. Sci., 2014)

Set-membership identifiability of nonlinear models and related parameter estimation properties. - Carine Jauberthie; Louise Travé-Massuyès; Nathalie Verdière (Int. J. Appl. Math. Comput. Sci., 2016)

Mathematical Modeling of Human Behaviors During Catastrophic Events: Stability and Bifurcations. - Guillaume Cantin; Nathalie Verdière; Valentina Lanza; M. A. Aziz-Alaoui; Rodolphe Charrier; Cyrille Bertelle; Damienne Provitolo; Edwige Dubos-Paillard (Int. J. Bifurc. Chaos, 2016)

Symbolic-Numeric Methods for Nonlinear Integro-Differential Modeling. - François Boulier; Hélène Castel; Nathalie Corson; Valentina Lanza; François Lemaire; Adrien Poteaux; Alban Quadrat; Nathalie Verdière (CASC, 2018)

Improvements in bounded error parameter estimation using distribution theory. - Nathalie Verdière; Carine Jauberthie; Louise Travé-Massuyès (ECC, 2018)

A distribution input-output polynomial approach for estimating parameters in nonlinear models. Application to a chikungunya model. - Nathalie Verdière; Shousheng Zhu; Lilianne Denis-Vidal (J. Comput. Appl. Math., 2018)

Fault detection and identification via bounded-error parameter estimation using distribution theory. - Nathalie Verdière; Carine Jauberthie (CoDIT, 2019)

Synchronization Under Control in Complex Networks for a Panic Model. - Guillaume Cantin; Nathalie Verdière; Valentina Lanza (ICCS (2), 2019)

Optimal control in a mathematical model of human behavior during a catastrophe. - Irmand Mikiela; V. Lanza; Nathalie Verdière (ECC, 2020)

Parameter estimation procedure based on input-output integro-differential polynomials. Application to the Hindmarsh-Rose model. - Nathalie Verdière; Carine Jauberthie (ECC, 2020)

Inverse problem for a coupling model of reaction-diffusion and ordinary differential equations systems. Application to an epidemiological model. - Nathalie Verdière; David Manceau; Shousheng Zhu; Lilianne Denis-Vidal (Appl. Math. Comput., 2020)

Applications of Computer Algebra to Parameter Analysis of Dynamical Systems. - Nathalie Verdière; Sébastien Orange (ISSAC, 2022)

Bounded-Error Parameter Estimation Using Integro-Differential Equations for Hindmarsh-Rose Model. - Carine Jauberthie; Nathalie Verdière (Algorithms, 2022)

Functional Diagnosability of Possibly Uncertain Systems. - Carine Jauberthie; Nathalie Verdière; Louise Travé-Massuyès (IEEE Control. Syst. Lett., 2024)