Some normal approximations for renewal function of large Weibull shape parameter
10.1081/SAC-120013107
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sg-nus-scholar.10635-633312023-10-30T08:47:03Z Some normal approximations for renewal function of large Weibull shape parameter Cui, L. Xie, M. INDUSTRIAL & SYSTEMS ENGINEERING Normal approximation Renewal function Series truncation approximation Shape parameter Weibull distribution 10.1081/SAC-120013107 Communications in Statistics Part B: Simulation and Computation 32 1 1-16 CSSCD 2014-06-17T07:02:49Z 2014-06-17T07:02:49Z 2003-02 Article Cui, L., Xie, M. (2003-02). Some normal approximations for renewal function of large Weibull shape parameter. Communications in Statistics Part B: Simulation and Computation 32 (1) : 1-16. ScholarBank@NUS Repository. https://doi.org/10.1081/SAC-120013107 03610918 http://scholarbank.nus.edu.sg/handle/10635/63331 000181843900001 Scopus |
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Normal approximation Renewal function Series truncation approximation Shape parameter Weibull distribution |
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Normal approximation Renewal function Series truncation approximation Shape parameter Weibull distribution Cui, L. Xie, M. Some normal approximations for renewal function of large Weibull shape parameter |
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10.1081/SAC-120013107 |
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INDUSTRIAL & SYSTEMS ENGINEERING |
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INDUSTRIAL & SYSTEMS ENGINEERING Cui, L. Xie, M. |
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Cui, L. Xie, M. |
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Cui, L. |
title |
Some normal approximations for renewal function of large Weibull shape parameter |
title_short |
Some normal approximations for renewal function of large Weibull shape parameter |
title_full |
Some normal approximations for renewal function of large Weibull shape parameter |
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Some normal approximations for renewal function of large Weibull shape parameter |
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Some normal approximations for renewal function of large Weibull shape parameter |
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some normal approximations for renewal function of large weibull shape parameter |
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2014 |
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http://scholarbank.nus.edu.sg/handle/10635/63331 |
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