Eulerian series as modular forms revisited
classification
🧮 math.NT
keywords
formseulerianmodularseriesadditionappell--lerchbringmannchanging
read the original abstract
Recently, Bringmann, Ono, and Rhoades employed harmonic weak Maass forms to prove results on Eulerian series as modular forms. By changing the setting to Appell--Lerch sums, we shorten the proof of one of their main theorems. In addition we discuss connections to recent work of Kang.
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