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Department of Statistics, University of Isfahan, Isfahan, Iran.
Abstract
We consider a (n-k+1)-out-of-n system with exchangeablelifetimes of the components. The paper investigates the stochastic ordering properties of the residual lifetime of the system under condition that, at time t, at least (n -r+1) components are alive. Some results are then extended to the case where the system has a coherent structure with exchangeable components.
Bairamov,I. and Tavangar,M. (2022). Residual Lifetimes of k-out-of-n Systems with Exchangeable Components. Journal of the Iranian Statistical Society, 14(1), 63-87.
MLA
Bairamov,I. , and Tavangar,M. . "Residual Lifetimes of k-out-of-n Systems with Exchangeable Components", Journal of the Iranian Statistical Society, 14, 1, 2022, 63-87.
HARVARD
Bairamov I., Tavangar M. (2022). 'Residual Lifetimes of k-out-of-n Systems with Exchangeable Components', Journal of the Iranian Statistical Society, 14(1), pp. 63-87.
CHICAGO
I. Bairamov and M. Tavangar, "Residual Lifetimes of k-out-of-n Systems with Exchangeable Components," Journal of the Iranian Statistical Society, 14 1 (2022): 63-87,
VANCOUVER
Bairamov I., Tavangar M. Residual Lifetimes of k-out-of-n Systems with Exchangeable Components. JIRSS, 2022; 14(1): 63-87.
Journal of the Iranian Statistical Society