基于仿真估计器的修正威布尔分布参数估计

Loay Waadallh Saleem, H. Saieed
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引用次数: 0

摘要

研究了基于完整数据的修正威布尔分布的参数估计问题。最小二乘(L.S.)和最大似然(M.L.)方法用于参数估计。结果适用于不同尺寸、不同尺度和形状参数值的模拟样品。采用均方误差(MSE)准则对不同情况下的估计量进行比较。结果表明,样本量对(MSE)值有负向影响。这个结果给了研究者一个指示,没有必要使用大于或等于(50)的大样本。这一迹象建立在(MSE)的改善非常小,可以忽略的事实之上。另一方面,尺度参数的增大对(MSE)有正向影响。
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Parameters Estimation for Modified Weibull Distribution Using Some Methods of Estimators with Simmulation
This paper concerned with the parameters estimation of modified Weibull distribution (MWD) depending on complete data. The least squares (L.S.) and maximum likelihood (M.L.) methods used for parameters estimation. The results applied on simulated samples with different sizes and different values for scale and shape parameters. The mean square error (MSE) criterion is used for the comparison between estimators in different cases. It is concluded that the sample size has a negative effect on the values of (MSE). This result gave an indicator to the researcher there is no need to use larger samples of sizes than or equal to (50). This indication built on the fact that the improvement in (MSE) is very small which can be ignored. On the other hand the increasing values on a scale parameter have a positive effect on (MSE).
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