Summary

The act of sampling from a small finite population is an everyday human activity, the success of which depends on the efficacy of people’s working memory for previously sampled objects. Accordingly, a means of assessing working memory capacity is often desired. An extension of the classical occupancy distribution supplies a framework for testing hypotheses about memory capacity, using a model of working memory in which an m-slot buffer holds a record of m previous selections from a population of n objects. A person does not commit the error of resampling objects within the buffer, and samples with replacement objects outside the current memory set.

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