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Let $p_n$ be the number of partitions of an integer $n$. For each of thepartition statistics of counting their parts, ranks, or cranks, there is anatural family of integer polynomials. We investigate their asymptotics and thelimiting behavior of their zeros as sets and densities.

Polynomials associated with Partitions: Polynomials associated with Partitions: Their Asymptotics and Zeros