Abstract:In the framework of the generalized urn scheme, we consider the sampling without replacement. From an urn containing n balls of each of N colours, balls are drawn consequently with equal probabilities and independently of each other. Each ball drawn is not returned to the urn. The sampling of balls is stopped if the numbers of balls of any k different colours drawn from the urn exceed for the first time the levels chosen before the sampling begins. We investigate the statistics of the form where g is a functio… Show more
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