Measures of information for concomitants of generalized order statistics from subfamilies of Farlie–Gumbel– Morgenstern distributions
M. S. Mohamed; M. M. Amein; Nahed S. A. Ali; M. M. Mohie EL-Din; Said, Mohamed;
Abstract
In this paper, we study Shannon’s entropy and Fisher information number for concomitants of
generalized order statistics from subfamilies of Farlie–Gumbel–Morgenstern when the marginal distributions
are Weibull, exponential, Pareto and power function. Also, we provide some numerical results of Shannon
entropy and Fisher information number for concomitants of order statistics.
generalized order statistics from subfamilies of Farlie–Gumbel–Morgenstern when the marginal distributions
are Weibull, exponential, Pareto and power function. Also, we provide some numerical results of Shannon
entropy and Fisher information number for concomitants of order statistics.
Other data
| Title | Measures of information for concomitants of generalized order statistics from subfamilies of Farlie–Gumbel– Morgenstern distributions | Authors | M. S. Mohamed ; M. M. Amein ; Nahed S. A. Ali ; M. M. Mohie EL-Din ; Said, Mohamed | Issue Date | 2015 | Publisher | Springer | Journal | Arabian Journal of Mathematics | DOI | 10.1007/s40065-015-0133-x |
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