A Study on Order Statistics from Nonidentically Distributed Kumaraswamy Variables
- Select Volume / Issue:
- Type of Publication:
- Order Statistics, Moments, Non identically Distributed, Kumaraswamy Distribution
- Z. AL-Saiary
- In this work I deduced the moments of order statistics for independent nonidentically (inid) distributed Kumaraswamy random variables. Probability density function and cumulative distribution function for the rth inid order statistics at r = 1, n = 3 and their graphs are found. Numerical calculations of moments for different values of the parameters from inid order statistics of this distribution are given. The first two moments and the variance of the second order statistics of sample size n = 3 are computed. Moments of the last order statistics of sample size n = 2 in the presence of multiple outliers are obtained. All calculations are tabulated.
Full text: IJISM_584_FINAL.pdf