A right truncated distribution called Right Truncated Fréchet -Weibull distribution with its mathematical forms of density, cumulative, survival and reverse hazard functions were provided in this paper. Statistical properties such as moments, quantile function, mode and moment generating function were studied as well as obtaining special cases to other truncated distributions. Maximum likelihood method used to estimate parameters numerically for randomly generated dataset and real-world data.
Teamah, A. E. A. M., Elbanna, A. A., & Gemeay, A. M. (2019). Right Truncated Fréchet-Weibull Distribution: Statistical Properties and Application. Delta Journal of Science, 41(1), 20-29. doi: 10.21608/djs.2020.139880
MLA
Abd El-monem A. M. Teamah; Ahmed A. Elbanna; Ahmed M. Gemeay. "Right Truncated Fréchet-Weibull Distribution: Statistical Properties and Application", Delta Journal of Science, 41, 1, 2019, 20-29. doi: 10.21608/djs.2020.139880
HARVARD
Teamah, A. E. A. M., Elbanna, A. A., Gemeay, A. M. (2019). 'Right Truncated Fréchet-Weibull Distribution: Statistical Properties and Application', Delta Journal of Science, 41(1), pp. 20-29. doi: 10.21608/djs.2020.139880
VANCOUVER
Teamah, A. E. A. M., Elbanna, A. A., Gemeay, A. M. Right Truncated Fréchet-Weibull Distribution: Statistical Properties and Application. Delta Journal of Science, 2019; 41(1): 20-29. doi: 10.21608/djs.2020.139880