论文标题
缝合的instanton同源性和Heegaard图
Sutured instanton homology and Heegaard diagrams
论文作者
论文摘要
假设H是平衡缝合歧管（M，γ）的可允许的Heegaard图。我们证明，相关缝合的Heegaard浮子复合物的发电机数量是（M，γ）缝合式插入同源性的尺寸的上限。特别是，强大的L空间是Instanton L空间。
Suppose H is an admissible Heegaard diagram for a balanced sutured manifold (M,γ). We prove that the number of generators of the associated sutured Heegaard Floer complex is an upper bound on the dimension of the sutured instanton homology of (M,γ). It follows, in particular, that strong L-spaces are instanton L-spaces.
