首頁 > 期刊 > 自然科學(xué)與工程技術(shù) > 基礎(chǔ)科學(xué) > 數(shù)學(xué) > 數(shù)學(xué)季刊 > 指數(shù)威布爾更新函數(shù)的近似計(jì)算 【正文】
指數(shù)威布爾更新函數(shù)的近似計(jì)算
程從華 School; of; Mathematics; and; Statistics; Zhaoqing; University; Zhaoqing; Guangdong; China
- renewal
- function
- ew
- distribution
- gamma
摘要：The analytical renewal function (RF)is not tractable of the exponential Weibull (EW)distribution.In the proposed model,the n-fold convolution of the EW cumulative distribution function (CDF)is approximated by a n-fold convolutions of Gamma and normal CDFs.We obtain the EW RF by a series approximation model.The method is very simple in the computation.When the parameters are unknown,we present the asymptotic confidence interval of the RF.The validity of the asymptotic confidence interval is checked via some numerical experiments.
- renewal
- function
- ew
- distribution
- gamma
摘要：The analytical renewal function (RF)is not tractable of the exponential Weibull (EW)distribution.In the proposed model,the n-fold convolution of the EW cumulative distribution function (CDF)is approximated by a n-fold convolutions of Gamma and normal CDFs.We obtain the EW RF by a series approximation model.The method is very simple in the computation.When the parameters are unknown,we present the asymptotic confidence interval of the RF.The validity of the asymptotic confidence interval is checked via some numerical experiments.
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