V. Pasol, A. E. Polishchuk, “Universal triple Massey products on elliptic curves and Hecke's indefinite theta series”, Mosc. Math. J., 2005, Volume 5, Number 2,Pages <nobr>443

This article is cited in 1 paper

Universal triple Massey products on elliptic curves and Hecke's indefinite theta series

V. Pasol^a, A. E. Polishchuk^b

^a Boston University, Department of Mathematics and Statistics
^b University of Oregon

Abstract: Generalizing the result of Polishchuk we express universal triple Massey products between line bundles on elliptic curves in terms of Hecke's indefinite theta series. We show that all Hecke's indefinite theta series arise in this way.

Key words and phrases: Massey products, Fukaya products, elliptic curves, indefinite theta series, homological mirror symmetry.

MSC: Primary 14H52; Secondary 55S30

Received: October 15, 2004

Language: English

DOI: 10.17323/1609-4514-2005-5-2-443-461