期刊文献+

Generalized Method of Moments and Generalized Estimating Functions Based on Probability Generating Function for Count Models

Generalized Method of Moments and Generalized Estimating Functions Based on Probability Generating Function for Count Models
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摘要 Generalized method of moments based on probability generating function is considered. Estimation and model testing are unified using this approach which also leads to distribution free chi-square tests. The estimation methods developed are also related to estimation methods based on generalized estimating equations but with the advantage of having statistics for model testing. The methods proposed overcome numerical problems often encountered when the probability mass functions have no closed forms which prevent the use of maximum likelihood (ML) procedures and in general, ML procedures do not lead to distribution free model testing statistics. Generalized method of moments based on probability generating function is considered. Estimation and model testing are unified using this approach which also leads to distribution free chi-square tests. The estimation methods developed are also related to estimation methods based on generalized estimating equations but with the advantage of having statistics for model testing. The methods proposed overcome numerical problems often encountered when the probability mass functions have no closed forms which prevent the use of maximum likelihood (ML) procedures and in general, ML procedures do not lead to distribution free model testing statistics.
作者 Andrew Luong Andrew Luong(école d’actuariat, Université Laval, Ste Foy, Québec, Canada)
机构地区 école d’actuariat
出处 《Open Journal of Statistics》 2020年第3期516-539,共24页 统计学期刊(英文)
关键词 Mixture Distributions Consistent Chi-Square Tests Infinitely Divisible Distributions Mixture Distributions Distribution Free Test Statistics Model Testing Mixture Distributions Consistent Chi-Square Tests Infinitely Divisible Distributions Mixture Distributions Distribution Free Test Statistics Model Testing
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