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Creators/Authors contains: "WESLEY, TIMOTHY"

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  1. ; ; ; (, Journal of the Australian Mathematical Society)
    Abstract For numerical semigroups with a specified list of (not necessarily minimal) generators, we describe the asymptotic distribution of factorization lengths with respect to an arbitrary modulus. In particular, we prove that the factorization lengths are equidistributed across all congruence classes that are not trivially ruled out by modular considerations. 
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