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Multiple constraint and truncated skew models

机译:多重约束和截断偏斜模型

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Attention is focussed on a truncated version of the extended two-piece skew-normal distribution, studied by Arnold et al. [On multiple constraint skewed models. Statistics. 2009;3(3):279-293]. When the truncation point is set equal to zero, the resulting model can be viewed as a flexible extension of the half-normal model. Properties of the truncated distribution are investigated and corresponding likelihood inference is considered. The methodology is applied to data set involving non-negative observations and it is verified that the fit of the truncated model compares favourably with that of the half-normal.
机译:注意集中在由Arnold等人研究的扩展的两件式偏正态分布的截断形式上。 [关于多个约束偏斜模型。统计。 2009; 3(3):279-293]。当截断点设置为零时,可以将生成的模型视为半法线模型的灵活扩展。研究了截断分布的性质,并考虑了相应的似然推断。将该方法应用于涉及非阴性观测值的数据集,并验证了截断模型的拟合与半正态模型的拟合具有良好的比较性。

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