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The Modi Exponentiated Exponential Distribution
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作者 Antoine Dieudonné Ndayisaba Leo Odiwuor Odongo Anthony Ngunyi 《Journal of Data Analysis and Information Processing》 2023年第4期341-359,共19页
In this study, a new four-parameter distribution called the Modi Exponentiated Exponential distribution was proposed and studied. The new distribution has three shape and one scale parameters. Its mathematical and sta... In this study, a new four-parameter distribution called the Modi Exponentiated Exponential distribution was proposed and studied. The new distribution has three shape and one scale parameters. Its mathematical and statistical properties were investigated. The parameters of the new model were estimated using the method of Maximum Likelihood Estimation. Monte Carlo simulation was used to evaluate the performance of the MLEs through average bias and RMSE. The flexibility and goodness-of-fit of the proposed distribution were demonstrated by applying it to two real data sets and comparing it with some existing distributions. 展开更多
关键词 modi family Exponentiated Exponential Distribution Maximum Likelihood Estimation Order Statistics MOMENTS Quantile Function
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