Turkish Journal of Mathematics
DOI
-
Abstract
In this article, we define an action of \hat{\Bbb Z} on the A_{\infty} category whose objects are rational Lagrangian submanifolds together with some other data. The group \hat{\Bbb Z} is a Galois group of the (universal) Novikov ring (field) over Laurent polynomial field. By mirror symmetry it will corresponds to the algebraic fundamental group of a punctured disk which parametrize the maximal degenerate family of the mirror complex manifold.
First Page
11
Last Page
32
Recommended Citation
FUKAYA, KENJI (2003) "Galois symmetry on Floer cohomology," Turkish Journal of Mathematics: Vol. 27: No. 1, Article 2. Available at: https://journals.tubitak.gov.tr/math/vol27/iss1/2
