The eschewed sinh-arcsinh t distribution

C. Jones, A. Pewsey

We revisit the sinh-arcsinh t (SAS-t) distribution introduced and studied in Rosco et al. (2011), primarily because the formulation of that model admits densities that can be bimodal. In this talk we reconsider a version of the model referred to in Rosco et al. (2011) that, because of it being renounced there, we refer to as the eschewed sinh-arcsinh t (ESAS-t) distribution. The ESAS-t model proves to be somewhat simpler than the SAS-t one and, on balance, given the pros and cons that we will identify in the talk, we now recommend the ESAS-t distribution over the SAS-t distribution as the preferable version of a sinh-arcsinh t distribution.

Palabras clave: Kurtosis, Skew t distribution, Skewness, Unimodality

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