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On estimation in a spatial functional linear regression model with derivatives

Archive ouverte : Article de revue

Bouka, Stéphane | Dabo-Niang, Sophie | Nkiet, Guy Martial

Edité par HAL CCSD ; Académie des sciences (Paris)

International audience. This paper deals with functional linear regression for spatial data. We study the asymptotic properties of an estimator of a linear model where a spatial scalar response variable is related to a spatial functional explanatory variable and to its derivative. Convergence results with rate of this estimator are derived.

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