用仿真方法估计变换逆指数分布的可靠性

Makki A. Mohammed Salih, Jaafer Hmood Eidi
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引用次数: 1

摘要

本文采用中位数法(MED)、修正矩法(MM)、百分位数法(PER)、回归法(REG)和最大似然法(MLE)五种估计方法估计了转化逆指数分布(TIE)的尺度参数和可靠性函数。仿真实验通过6次实验$(E_{1},\ E_{2},\ \ldots,\ E_{6})$和5次实验$(t)$生成随机变量,在仿真结果部分解释。最后,利用均方误差(MSE)对所得结果进行比较;结果已列在表格中以便比较。结果表明,在4个实验中,(MLE)估计量对尺度参数和信度函数的估计是最好的,(REG)估计量在2个实验中是最好的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Using Simulation to Estimate Reliability for Transmuted Inverse Exponential Distribution
In this paper, we estimated scale parameter and reliability function for Transmuted Inverse Exponential Distribution (TIE) by five estimation methods Median (MED), Modified Moment (MM), Percentile (PER), Regression (REG) and Maximum Likelihood (MLE) methods. Simulation experiments were used to generate random variables by six experiments $(E_{1},\ E_{2},\ \ldots,\ E_{6})$ and five times for reliability $(t)$ which is explain it in the simulation results section. Finally, Comparisons were made between the obtained results by using Mean Square Error (MSE); the results have been put in tables for comparison purpose. The results indicate that (MLE) estimator for an estimate the scale parameter and reliability function is the best concerning all estimators in four experiments, and (REG) estimator is the best in two experiments.
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