On the Andrews-Zagier asymptotics for partitions without sequences
Kathrin Bringmann, Robert Rhoades, Daniel Parry
TL;DR
This paper investigates the asymptotic behavior of the Andrews G_k(q) function as q approaches 1, providing insights into the distribution of partitions without sequences.
Contribution
The paper derives the asymptotic formula for Andrews G_k(q) as q tends to 1, extending understanding of partition functions without sequences.
Findings
Asymptotic formula for G_k(q) as q→1
Enhanced understanding of partitions without sequences
Mathematical techniques for asymptotic analysis
Abstract
We establish the asymptotic behavior of the Andrews function as
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