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Statistical inference for alpha-series process with truncated normal distribution

机译:具有截断正态分布的Alpha系列过程的统计推断

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In this paper we consider an alpha-series process when the distribution of the first occurrence time of an event is assumed to be truncated normal distribution. Firstly, we study several nonparametric inferences including the Least-square estimate (LSE) and the Maximum-likelihood estimate (ML). Some estimators of the parameters in alpha-series process are derived by using the methods referred above. Furthermore, we consider the consistency and asymptotic normality properties of the estimators. Finally, we obtain the simulation results which are calculated over Monte Carlo replications to compare the performance of these variety estimators.
机译:在本文中,当假设事件的第一个发生时间的分布被假定被截断的正态分布时,我们考虑一个alpha系列过程。 首先,我们研究几种非参数推论,包括最小二乘估计(LSE)和最大似然估计(ml)。 通过使用上述方法导出α系列过程中参数的一些估算器。 此外,我们考虑估算者的一致性和渐近常态属性。 最后,我们获得了通过蒙特卡罗复制计算的仿真结果,以比较这些品种估计器的性能。

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