%0 Journal Article %A Barmalzan, Ghobad %A Haidari, Abedin %T Stochastic Comparisons of Series and Parallel‎ ‎Systems with Independent and Heterogeneous Components under the Generalized Linear Failure Rate %J Journal of Statistical Sciences %V 13 %N 2 %U http://jss.irstat.ir/article-1-561-en.html %R 10.29252/jss.13.2.319 %D 2020 %K ‎Generalized Linear Failure Rate Distribution‎, ‎Order Statistics‎, ‎Unordered Majorization‎, ‎Usual Stochastic Order‎, ‎Weighted Majorization., %X ‎This paper examines the problem of stochastic‎ ‎comparisons of series and parallel systems with independent and heterogeneous components generalized linear failure rate‎. ‎First‎, ‎we consider two series system with possibly different parameters and obtain the usual stochastic order between the series systems‎. ‎Next‎, ‎we drive the usual stochastic order between parallel systems‎. ‎We also discuss the usual stochastic order between parallel systems by using the unordered majorization and the weighted majorization order between the parameters on the Ɗп. %> http://jss.irstat.ir/article-1-561-en.pdf %P 319-338 %& 319 %! Stochastic Comparisons of Series and Parallel‎ Systems with Independent and Heterogeneous Components under the Generalized Linear Failure Rate %9 Research %L A-10-308-10 %+ Department of Statistics‎, ‎University of Zabol‎, ‎Zabol‎, ‎Iran. %G eng %@ 1735-8183 %[ 2020