@article{Barakat_2002, title={A note on the covergence of bivariate extreme order statistics}, volume={62}, url={https://rivista-statistica.unibo.it/article/view/387}, DOI={10.6092/issn.1973-2201/387}, abstractNote={In this note an interesting fact is proved that, for any vector of bivariate extreme order statistics there exists (at least) a sequence of vectors of real numbers for which the distrihution function (d.f.) of this vector converges to a nondegenerate limit if and only if its marginals converge to nondegenerate limits. Moreover, the limit splits into the product of the limit: marginals if the bivariate d.f., from which the order statistics are drawn, is of negative quadrant dependent random variables (r.v., s).}, number={1}, journal={Statistica}, author={Barakat, Haroon Mohamed}, year={2002}, month={Jan.}, pages={27–32} }