On the structure of Goulden-Jackson-Vakil formula

Details On the structure of Goulden-Jackson-Vakil formula On the structure of Goulden-Jackson-Vakil formula

2008-10-03

arxiv.org/abs/0810.0729v1

Math. Res. Lett. 16 (2009), no. 4, 703--710

Mathematics

Algebraic Geometry

9 pages

Scientific paper

We study the structure of the Goulden-Jackson-Vakil formula that relates Hurwitz numbers to some conjectural "intersection numbers" on a conjectural family of varieties $X_{g,n}$ of dimension $4g-3+n$. We give explicit formulas for the properly arranged generating function for these "intersection numbers", and prove that it satisfies Hirota equations. This generalizes and substantially simplifies our earlier results with Zvonkine in arXiv:math/0602457.

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