Models for small area estimation, used in the economic field, often have the necessity to assume or to lead back through appropriate transformations to the normality of the dependent variable. This work tries to extend the well known methodology of small area estimation at unit level with a family of models (Generalized additive model for location, scale and shape), which do not need the assumption of normality but which, as special case, has in itself most of the uni-variate models presented in literature.

Maria Rosaria Ferrante, L.M. (2022). Small area models for skew and kurtotic variables. Milano : Pearson Italia.

Small area models for skew and kurtotic variables

Maria Rosaria Ferrante;Lorenzo Mori
2022

Abstract

Models for small area estimation, used in the economic field, often have the necessity to assume or to lead back through appropriate transformations to the normality of the dependent variable. This work tries to extend the well known methodology of small area estimation at unit level with a family of models (Generalized additive model for location, scale and shape), which do not need the assumption of normality but which, as special case, has in itself most of the uni-variate models presented in literature.
2022
Book of short papers - SIS 2022
1595
1600
Maria Rosaria Ferrante, L.M. (2022). Small area models for skew and kurtotic variables. Milano : Pearson Italia.
Maria Rosaria Ferrante, Lorenzo Mori
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11585/897129
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