Abstract
Bu çalışmada, çözüm fonksiyonu bir yenileme sürecinin ortalama değer fonksiyonuna bağlı olan integral denklemleri üzerinde durulmaktadır. Bir yenileme sürecinin varyans fonksiyonu için bir integral denklem elde edilir. Bu integral denklem yardımıyla tanımlanan fonksiyonlar dizisinin varyans fonksiyonuna monoton yakınsamasına bağlı olarak varyans fonksiyonu için bazı sınır fonksiyonları verilir.
Abstract
In this study, integral equations are considered such that their solution functions are dependent on the mean value function of a renewal process. Then, an integral equation is given for the variance function of the process. Depending on the monotone convergence of the obtained sequence of the functions with the help of this integral equation, some bounds are found for the variance function of the process.
Details
| Other ID | JA58SY58KH |
|---|---|
| Authors | |
| Submission Date | June 1, 2002 |
| Publication Date | June 1, 2002 |
| IZ | https://izlik.org/JA26MD24FY |
| Published in Issue | Year 2002 Volume: 1 Issue: 20 |
Cite
Journal Owner: On behalf of Selçuk University Faculty of Science, Rector Prof. Dr. Hüseyin YILMAZ
Selcuk University Journal of Science Faculty accepts articles in Turkish and English with original results in basic sciences and other applied sciences. The journal may also include compilations containing current innovations.
It was first published in 1981 as "S.Ü. Fen-Edebiyat Fakültesi Dergisi" and was published under this name until 1984 (Number 1-4).
In 1984, its name was changed to "S.Ü. Fen-Edeb. Fak. Fen Dergisi" and it was published under this name as of the 5th issue.
When the Faculty of Letters and Sciences was separated into the Faculty of Science and the Faculty of Letters with the decision of the Council of Ministers numbered 2008/4344 published in the Official Gazette dated 3 December 2008 and numbered 27073, it has been published as "Selcuk University Journal of Science Faculty" between 2009-2025.
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