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Genus-2 G-function for $P^1$ orbifolds by Liu, Xiaobo; Wang, Xin is a scholarly article available to read on EtoBox.

What is Genus-2 G-function for $P^1$ orbifolds about?

In this paper we prove that for Gromov-Witten theory of $P^1$ orbifolds of ADE type the genus-2 G-function introduced by B. Dubrovin, S. Liu, and Y. Zhang vanishes. Together with our results in [LW], this completely solves the main conjecture in their paper [DLZ]. In the process, we also found a sufficient condition for the vanishing of the genus-2 G-function which is weaker than the condition given in our previous paper [LW].

Author
Liu, Xiaobo; Wang, Xin
Published
2014
Language
EN

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