Residual and Past Entropy for Concomitants of Ordered Random Variables of Morgenstern Family
M. M. Mohie EL-Din · M. M. Amein · Nahed S. A. Ali · M. S. Mohamed; Mohamed Said Mohamed Mahmoud;
Abstract
For a system, which is observed at time t, the residual and past entropies measure the uncertainty about the remaining and the past
life of the distribution, respectively. In this paper, we have presented the residual and past entropy of Morgenstern family based
on the concomitants of the different types of generalized order statistics (gos) and give the linear transformation of such model.
Characterization results for these dynamic entropies for concomitants of ordered random variables have been considered.
life of the distribution, respectively. In this paper, we have presented the residual and past entropy of Morgenstern family based
on the concomitants of the different types of generalized order statistics (gos) and give the linear transformation of such model.
Characterization results for these dynamic entropies for concomitants of ordered random variables have been considered.
Other data
| Title | Residual and Past Entropy for Concomitants of Ordered Random Variables of Morgenstern Family | Authors | M. M. Mohie EL-Din · M. M. Amein · Nahed S. A. Ali · M. S. Mohamed ; Mohamed Said Mohamed Mahmoud | Issue Date | 2015 | Publisher | Hindawi | Journal | Journal of Probability and Statistics |
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