Rademacher’s series for the partition function
The unrestricted partition function p(n) counts the number of ways a positive integer n can be expressed as a sum of positive integers ≆n. The number of summands is unrestricted, repetition is allowed, and the order of the summands is not taken into account.
KeywordsPartition Function Lattice Point Consecutive Pair Farey Fraction Additive Number Theory
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