Heather M. Russell - Usc - University of Southern California

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Publications • The Bar-Natan skein module of the solid torus and the homology of (n, n) Springer varieties, Geom Dedicata 142: 71-89, 2009, arXiv:0805.0286v1. • Springer varieties from a topological perspective, Thesis (Ph.D.) The University of Iowa. 2009. 86 pp. ISBN: 978-1109-45743-8 ProQuest LLC, Thesis. • Springer representations on the Khovanov Springer varieties, with Julianna Tymoczko, Math. Proc. Cambridge Philos. Soc. 151:59-81, 2011, arXiv: 0811.0650v1. • A topological construction for all two-row Springer varieties, Pacific J. Math 253(1): 221-255, 2012, arXiv: 1007.0611. • A twisted dimer model for knots, with Moshe Cohen and Oliver Dasbach, arXiv: 1010.5228 (2010, to appear in Fundamenta Mathematica). • A reduced set of moves on one-vertex ribbon graphs coming from links, with Abernathy, Armond, Cohen, Dasbach, Manuel, Penn, and Stoltzfus, arXiv:1112.5172 (2011, to appear in Proceedings of the AMS). • Oddification of the cohomology of type A Springer varieties, with Aaron D. Lauda, arXiv:1203.0797 (2012, preprint). • An explicit bijection between semistandard tableaux and non-elliptic sl 3 webs, arXiv:1204.1037 (2012, preprint). Invited Talks • Knots, webs, and tableaux, Fresno State Undergraduate Research Seminar, Fresno, CA (September 2012). • Oddification of Springer variety cohomology, Conference on Higher Structures, China (August 2012). • Determinants, dimer coverings, and the Alexander polynomial, Hypatian Seminar, UCSB, California (June 2012). • Oddification of Springer variety cohomology, Moab Topology Conference, Moab, UT (May 2012). • Series of 5 talks on Springer varieties and knot theory, East China Normal University, Shanghai, China (May 2012). • A bijection between semistandard tableaux and non-elliptic sl 3 webs, UC Santa Barbara Topology Seminar, UCSB, California (April 2012). • Symmetric group actions on webs, AMS Spring Central Sectional Meetings, University of Kansas, Lawrence, KS (March 2012). • Determinants, dimer coverings, and the Alexander polynomial, seminar talk, California State University Channel Islands (March 2012). • Symmetric group actions on webs, AMS Spring Southeastern Sectional Meeting, USF, Tampa, Florida (March 2012). • Oddification and Springer varieties, UC Riverside Topology Seminar, UCR, California (March 2012). 2
• Symmetric group actions coming from webs Topology Seminar, Claremont McKenna College (January 2012). • A reduced set of moves on a special sub collection of knot diagrams, Southern California Women in Math Symposium, Loyola Marymount University (January 2012). • Interactions between knot theory and representations of the symmetric group, AWM Workshop, Joint Math Meetings, Boston, MA (January 2012). • Springer varieties and spider webs, Iowa-LSU Virtual Seminar, LSU, Baton Rouge, LA (November 2011). • A Reidemeister type theorem on a subset of knot diagrams, MAA SoCal-Nevada Section Meetings, CSU-LA, Los Angeles, CA (October 2011). • Springer varieties and knot theory, USC Geometry/ Topology Seminar, Los Angeles, CA (September 2011). • Springer varieties and knot theory, Laboratoire PPS Seminar talk, L’ Universite Paris Diderot, Paris, France (June 2011). • A twisted dimer model for knots, USTARS Conference, The University of Iowa, Iowa City, IA (April 2011). • Springer varieties and knot theory, Colloquium talk, University of South Alabama, Mobile, AL (March 2011). • The twisted dimer model, The 45th Annual Spring Topology and Dynamics Conference (March 2011). • The topology of Springer varieties, Joint Mathematics Meetings, New Orleans, LA (January 2011). • A dimer model for the twisted Alexander polynomial, AMS Fall Sectional Meeting, UCLA, Los Angeles, CA (October 2010). • A twisted dimer model for knots, Knots in Poland, Bedlewo, Poland (July 2010). • Two-row Springer varieties, XIX Oporto Meeting on Geometry, Topology and Physics, Faro, Portugal (July 2010). • The topology of two-row Springer varieties, AMS Spring Sectional Meeting, Newark, New Jersey (May 2010). • Springer varieties from a topological perspective, MSRI (January 2010). • A dimer model for the twisted Alexander polynomial , Joint Mathematics Meetings, San Francisco, CA (January 2010). • A topological construction for all two-row Springer varieties, AMS Fall Sectional Meeting, Florida Atlantic University (October 2009). • A combinatorial construction for the Springer representation, Algebra Seminar, Louisiana State University (October 2009). • Springer varieties by example, Junior Topology Seminar, Louisiana State University (March 2009). • The topology of two-row Springer varieties, Iowa-LSU Virtual Seminar, Louisiana State University (March 2009). 3
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Heather M. Russell - Usc - University of Southern California

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