A more interpretable parameterization of a beta density is the starting point to propose an analogous discrete beta (d.b.) distribution assuming values on a finite set. Thus a smooth estimator using d.b. kernels is considered. By construction, it is both well-defined and free of boundary bias. Taking advantage of the discrete nature of the data, a technique of smoothing parameter selection is also proposed in moderate-to-large samples. Finally, a real data set is analyzed in order to appreciate the advantages of this nonparametric proposal.

Discrete Beta-Type Models

PUNZO, ANTONIO
2010-01-01

Abstract

A more interpretable parameterization of a beta density is the starting point to propose an analogous discrete beta (d.b.) distribution assuming values on a finite set. Thus a smooth estimator using d.b. kernels is considered. By construction, it is both well-defined and free of boundary bias. Taking advantage of the discrete nature of the data, a technique of smoothing parameter selection is also proposed in moderate-to-large samples. Finally, a real data set is analyzed in order to appreciate the advantages of this nonparametric proposal.
2010
978-3-642-10744-3
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/20.500.11769/57925
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