Power series expansions for the distribution and mean value function of a geometric process with Weibull interarrival times |
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| Authors: | Halil Aydo?du ?hsan Karabulut |
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| Affiliation: | Department of Statistics, Ankara University, , Tando?an, Ankara, 06100 Turkey |
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| Abstract: | The geometric process is considered when the distribution of the first interarrival time is assumed to be Weibull. Its one‐dimensional probability distribution is derived as a power series expansion of the convolution of the Weibull distributions. Further, the mean value function is expanded into a power series using an integral equation. © 2014 Wiley Periodicals, Inc. Naval Research Logistics, 61: 599–603, 2014 |
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| Keywords: | convolution geometric function power series Weibull distribution |
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