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math.NT2022
Taylor coefficients of false Jacobi forms and ranks of unimodal sequences
Walter Bridges, Kathrin Bringmann
We apply the new framework for modularity of false theta functions developed by the second author and Nazaroglu to study the asymptotic behavior of Taylor coefficients of false Jac…
math.NT2022
Sign changes in statistics for plane partitions
Walter Bridges, Johann Franke, Joshua Males
Recent work of Cesana, Craig and the third author shows that the trace of plane partitions is asymptotically equidistributed in residue classes mod . Applying a technique of the…
math.CO2022
Weighted cylindric partitions
Walter Bridges, Ali Uncu
Recently Corteel and Welsh outlined a technique for finding new sum-product identities by using functional relations between generating functions for cylindric partitions and a the…