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[ General | Publications | Seminars | Teaching | Computing ] | |||
Based on joint work with Jan Manschot and Ashoke Sen, and subsequent work with other authors, I have developed a Mathematica package for computing the Poincaré-Laurent polynomial of the moduli space of stable representations of quivers. The first version of the code was released along with [1302.5498] on arXiv. Since then it has been expanded in many directions, including the Reineke formula for quivers without relations, the Jeffrey-Kirwan residue formula, various versions of the flow tree formula, and most recently the Quiver Yangian algorithm for computing non-commutative DT invariants and various tools for dealing with brane tilings. See the documentation for more details. The files below are maintained in a private Git repository, let me know if you want to gain access to it.
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Last updated on May 3, 2021. |