For a knot K and its knot Floer complex \(CFK^-(K)\), we introduce an algorithm to compute the bordered Floer bimodule of the complement of the knot and its meridian. The grading of the module computes \(spin^c\)-summands of \({\widehat{HFK}}(S^3_{-n}(K), \mu _K)\), which can also be extended to arbitrary framing n.

中文翻译：

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有边界的Floer同源性和子午线结类

对于结K及其结Floer复数\（CFK ^-（K）\），我们引入了一种算法来计算结及其子午线补的有界Floer双模。该模块的等级可计算\（{\ widehat {HFK}}（S ^ 3 _ {-n}（K），\ mu _K）\）的\（spin ^ c \）-求和，也可以扩展为任意取景ñ。