Título: A skewness and kurtosis comparison for continuous distributions
Palestrante: Fernanda De Bastiani (UFPE)
Local: Transmissão online.
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Resumo: The main goal of this work is to compare the skewness and kurtosis of continuous distributions. It compares their moment skewness and kurtosis and compares their centile skewness and kurtosis. It shows the flexibility in skewness and kurtosis of different continuous distributions (within the gamlss R package), which is informative in the selection of an appropriate distribution. It introduces the bucket plot, a visual tool to detect skewness and kurtosis in a continuously distributed random variable. Join work with R. A. Rigby D. M. Stasinopoulos, G. Z. Heller and L. A. Silva.
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