论文标题
Orbifold球体的大量子共同体
Big Quantum cohomology of orbifold spheres
论文作者
论文摘要
我们从具有三个Orbifold点的球体的大量子共同体构造了Kodaira-Spencer图，到镜面Landau-Ginzburg潜在函数的Jacobian环。这是通过Seidel Lagrangian的Lagrangian浮动理论构建的，我们表明Kodaira-Spencer地图是环形同构。
We construct a Kodaira-Spencer map from the big quantum cohomology of a sphere with three orbifold points to the Jacobian ring of the mirror Landau-Ginzburg potential function. This is constructed via the Lagrangian Floer theory of the Seidel Lagrangian and we show that Kodaira-Spencer map is a ring isomorphism.
