Szekely Laszlo (University of South Carolina): Threshold functions for distinct parts: Erdos-Lehner revisited |
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Thursday, 29. May 2014, 10:00 - 11:00
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| Abstract. Put n balls randomly into k boxes with the condition that no box is empty. What is the threshold function n=n(k) for the probability that all boxes contain different number of balls? This makes, of course, four problems, as balls and boxes can be distinguishable or indistinguishable. The case of indistinguishable balls is close to the Erdos-Lehner asymptotic formula for partitions. This is joint work with Eva Czabarka and Matteo Marsili. |
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Location : Kalmár Intézet, Árpád tér, szemináriumi szoba |
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