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| Authors: | Eric S. Key |
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| Affiliation: | (1) Department of Mathematical Sciences, University of Wisconsin-Milwaukee, 53201 Milwaukee, Wisconsin |
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| Abstract: | Suppose thatX1,X2,... is a sequence of iid random variables taking values inZ+. Consider the random sequenceA(X) (X1,X2,...). LetYn be the number of integers which appear exactly once in the firstn terms ofA(X). We investigate the limit behavior ofn–(1– )Yn for  [0, 1]. |
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| Keywords: | Random sequences almost sure convergence summability |
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