论文标题
SL（2，c）某些结上的手术的浮子共同体学
SL(2,C) Floer cohomology for surgeries on some knots
论文作者
论文摘要
我们建立了由Abouzaid和Manolescu所定义的捆捆的理论SL（2，c）浮子同胞HP（Y），用于S^3中的小结和SL（2，C）Casson不变的手术，按照Curtis的定义。我们确定了涉及框架理论SL（2，c）浮子同胞的类似公式，hp _＃（y）。对于大多数双桥结上的手术，我们使用这些关系来计算HP和HP_＃。我们还计算了两个非小all结和方形结上的HP手术。
We establish a relationship between the sheaf-theoretic SL(2,C) Floer cohomology HP(Y), as defined by Abouzaid and Manolescu, for Y a surgery on a small knot in S^3, and the SL(2,C) Casson invariant, as defined by Curtis. We determine a similar formula involving the framed sheaf-theoretic SL(2,C) Floer cohomology, HP_#(Y). We use these relationships to compute HP and HP_# for most surgeries on two-bridge knots. We also compute HP for surgeries on two non-small knots, the granny and square knots.
