HIGHLIGHTS
- who: Amanda Clemm from the (UNIVERSITY) have published the article: Modular Forms and Weierstrass Mock Modular Forms, in the Journal: (JOURNAL)
SUMMARY
In a recent paper, Alfes, Griffin, Ono, and Rolen obtain canonical weight 0 harmonic Maass forms that arise from Eisenstein's corrected Weierstrass zeta-function for elliptic curves over Q. The holomorphic part of this harmonic Maass form is a mock modular form, referred to as the Weierstrass mock modular form. The harmonic Maass form for a specific elliptic curve E encodes the central L-values and L-derivatives that occur . . .
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