Susan Durst
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Research

My research interests lie at the intersection of noncommutative algebra and combinatorics.  I study a class of finitely-generated algebras associated to directed graphs.  For more information, feel free to check out my research statement.  Or take a look at my recent work:
  • Möbius Polynomials of Face Posets of Convex Polytopes (with Meena Jagadeesan), accepted for publication in Communications in Algebra
  • Möbius Polynomials and Splitting Algebras of Direct Products of Posets, available on ArXiv
  • Universal Labeling Algebras As Invariants of Layered Graphs, Advances in Applied Mathematics, June 2014
  • My Dissertation
I am also interested in the Scholarship of Teaching and Learning.  Here is a paper I recently submitted together with Scott Kaschner at Butler University.
  • Logical Misconceptions on True-False Assessments in Early Undergraduate Mathematics  (with Scott Kaschner), submitted for publication
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