Frechet dağılımının şekil parametresinin tahmini için alternatif tahmin yöntemi
Abstract
Keywords
References
- [1] T. Kernane, Z. Raizah, 2014, Estimation of the Parameters of Extreme Value Distributions from Truncated Data Via the EM Algorithm Estimation of the Parameters of Extreme Value Distributions from Truncated Data Via the EM Algorithm, [https://hal.archives-ouvertes.fr/hal-00503252v2/document].
- [2] M. Frechet, 1927, Sur la loi de probabilite de lecart maximum, Ann. Soc. Polon. Math, 6(93) [https://www.statisticshowto.datasciencecentral.com/frechet-distribution/]
- [3] K. Abbas, T. Yincai, 2012, Comparison of Estimation Methods for Frechet Distribution with Known Shape, Caspian Journal of Applied Sciences Research, 1(10), pp. 58-64.
- [4] S. Kotz, S. Nadarajah, 2000, Extreme Value Distributions Theory and Applications, Imperial College Press, Singapure.
- [5] D.G. Harlow, 2002, Applications of the Frechet distribution function, Int. J. of Materials & Product Technology, 17, 482-495.
- [6] A. Zaharim, S.K. Najid, A.M. Razali, K. Sopian, 2009, Analyzing malaysian wind speed data using statistical distribution, In Proceedings of the 4th IASME/WSEAS International conference on Energy and Environment. University of Cambridge, February, 24-26
- [7] S. Nadarajah, S. Kotz, 2008, Sociological models based on Fréchet random variables, Qual Quant, 42, 89–95.
- [8] F.G. Akgül, B. Şenoğlu (2018) Comparison of Estimation Methods for Inverse Weibull Distribution. In: Tez M., von Rosen D. (eds) Trends and Perspectives in Linear Statistical Inference. Contributions to Statistics. Springer, Cham.
Details
Primary Language
Turkish
Subjects
Engineering
Journal Section
Research Article
Authors
Y. Murat Bulut
0000-0002-9910-6555
Türkiye
Publication Date
December 31, 2018
Submission Date
July 13, 2018
Acceptance Date
October 31, 2018
Published in Issue
Year 2018 Volume: 11 Number: 2