Elisenda Grigsby

Math Department Faculty

Professor

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Elisenda Grigsby

Ph.D.

Contact

Maloney Hall 522

Telephone: 617-552-9289

Email: julia.grigsby@bc.edu

Education

A.B., Harvard University
Ph.D., University of California at Berkeley

Papers

1. arXiv:1612.05953 [pdf, other]: Title: Annular Khovanov-Lee homology, braids, and cobordisms

Authors: J. Elisenda Grigsby, Anthony M. Licata, Stephan M. Wehrli

Comments: 33 pages, 2 figures

Subjects: Geometric Topology (math.GT); Quantum Algebra (math.QA); Representation Theory (math.RT)
2. arXiv:1505.04386 [pdf, other]: Title: Annular Khovanov homology and knotted Schur-Weyl representations

Authors: J. Elisenda Grigsby, Anthony M. Licata, Stephan M. Wehrli

Comments: 38 pages, 8 figures

Subjects: Geometric Topology (math.GT); Quantum Algebra (math.QA); Representation Theory (math.RT)
3. arXiv:1309.0759 [pdf, other]: Title: An elementary fact about unlinked braid closures

Authors: J. Elisenda Grigsby, Stephan M. Wehrli

Comments: 8 pp, 2 figs; We thank Tim Cochran for pointing out that Prop. 1 appeared in Thm. 4.1 of his "Non-trivial links and plats with trivial Gassner matrices," MATH PROC CAMBRIDGE (1996) prior to the work of Birman-Menasco that we cited in v2. We have revised the abstract and intro of our paper accordingly

Subjects: Geometric Topology (math.GT)
4. arXiv:1305.2183 [pdf, other]: Title: Sutured Khovanov homology distinguishes braids from other tangles

Authors: J. Elisenda Grigsby, Yi Ni

Comments: 9 pages, 1 figure, Definition of sutured annular Khovanov homology in Section 2.1 has significant text overlap with arXiv:1212.2222; Version 2 incorporates referee comments. This is the version accepted for publication in Mathematical Research Letters

Subjects: Geometric Topology (math.GT); Quantum Algebra (math.QA); Representation Theory (math.RT)
5. arXiv:1303.1986 [pdf, other]: Title: Sutured Khovanov homology, Hochschild homology, and the Ozsvath-Szabo spectral sequence

Authors: Denis Auroux, J. Elisenda Grigsby, Stephan M. Wehrli

Comments: 27 pages, 11 figures

Journal-ref: Trans. Amer. Math. Soc. 367 (2015), 7103-7131

Subjects: Geometric Topology (math.GT); Quantum Algebra (math.QA); Symplectic Geometry (math.SG)
6. arXiv:1212.2222 [pdf, other]: Title: Categorified invariants and the braid group

Authors: John A. Baldwin, J. Elisenda Grigsby

Comments: 12 pages, 2 figures. Version 2 has a new, entirely combinatorial, proof that sutured annular Khovanov homology detects the trivial braid, involving a relationship between Plamenevskaya's invariant of transverse links and the Dehornoy order on the braid group

Subjects: Geometric Topology (math.GT); Quantum Algebra (math.QA); Representation Theory (math.RT)
7. arXiv:1107.2841 [pdf, other]: Title: On Khovanov

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Math Department Faculty

Elisenda Grigsby

Elisenda Grigsby

Ph.D.

Contact

Education

Papers