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TITLE:
A new class of Skew-Normal-Cauchy Distribution - RP:2423

URV's Author/s:Bolfarine, Heleno
Salinas, Hugo S.
Gómez, Héctor W.
Arrué, Jaime
Journal publication year:2015
Publication Type:info:eu-repo/semantics/publishedVersion
info:eu-repo/semantics/article
Abstract:In this paper we study a new class of skew-Cauchy distributions inspired on the family extended two-piece skew normal distribution. The new family of distributions encompasses three well known families of distributions, the normal, the two-piece skew-normal and the skew-normal-Cauchy distributions. Some properties of the new distribution are investigated, inference via maximum likelihood estimation is implemented and results of a real data application, which reveal good performance of the new model, are reported
Keywords:Cauchy distribution, kurtosis, maximum likelihood estimation, singular information matrix, skewness, Skew-Normal-Cauchy distribution
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