Abstract
The expected depth of each key in the set of binary search trees formed from all sequences composed from a multiset { p 1 · 1, p 2 · 2, p 3 · 3, ···, p n · n } is obtained, and hence the expected weight of such trees. The expected number of left-to-right local minima and the expected number of cycles in sequences composed from a multiset are then deduced from these results.

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