数学
纤维化
模空间
全纯函数
环面
镜像对称
纯数学
数学分析
引力奇点
同态
几何学
同伦
标识
DOI:10.1016/j.aim.2014.02.005
摘要
Let π:M→B be a Lagrangian torus fibration with singularities such that the fibers are of Maslov index zero, and unobstructed. The paper constructs a rigid analytic space M0∨ over the Novikov field which is a deformation of the semi-flat complex structure of the dual torus fibration over the smooth locus B0⊂B of π. Transition functions of M0∨ are obtained via A∞ homomorphisms which capture the wall-crossing phenomenon of moduli spaces of holomorphic disks.
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