Heegaard Floer homology of (n,n)-torus links: computations and questions
Licata, Joan E.
Original · EN
In this article we study the Heegaard Floer link homology of (n, n)-torus links. The Alexander multigradings which support non-trivial homology form a string of n-1 unit hypercubes in Rⁿ, and we compute the ranks and gradings of the homology in nearly all Alexander gradings. We also conjecture a complete description of the link homology and provide some support for this conjecture. This article is taken from the author's 2007 Ph.D. thesis and contains several open questions.
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