Turkish Journal of Mathematics
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.
DOI
-
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
