Abstract
We consider the drawing with and without replacement models from numerical populations. For order statistics based on the above drawing schemes, we provide sharp upper bounds for their variances, expressed in the single observation variance units. We also characterize the populations for which the bounds are attained.
Citation
Krzysztof Jasiński. Tomasz Rychlik. "Inequalities for variances of order statistics originating from urn models." J. Appl. Probab. 53 (1) 162 - 173, March 2016.
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