@misc{Jauberthie_Carine_Set-membership,
 author={Jauberthie, Carine and Travé-Massuyes, Louise and Verdiere, Nathalie},
 howpublished={online},
 publisher={Zielona Góra: Uniwersytet Zielonogórski},
 language={eng},
 abstract={Identifiability guarantees that the mathematical model of a dynamic system is well defined in the sense that it maps unambiguously its parameters to the output trajectories. This paper casts identifiability in a set-membership (SM) framework and relates recently introduced properties, namely, SM-identifiability, [My]-SM-identifiability, and [Epsilon]-SM-identifiability, to the properties of parameter estimation problems. Soundness and [Epsilon]-consistency are proposed to characterize these problems and the solution returned by the algorithm used to solve them.},
 abstract={This paper also contributes by carefully motivating and comparing SM-identifiability, [My]-SM-identifiability and [Epsilon]-SM-identifiability with related properties found in the literature, and by providing a method based on differential algebra to check these properties.},
 type={artykuł},
 title={Set-membership identifiability of nonlinear models and related parameter estimation properties},
 keywords={identifiability, bounded uncertainty, set-membership estimation, nonlinear dynamic models},
}