Papers

• Cohomological invariants of line bundle-valued symmetric bilinear forms
  (single spaced version)
  Ph.D. thesis at the University of Pennsylvania, May 2009
  with advisor Ted Chinburg.
• Une démonstration d'un théorème de Bernstein sur les représentations de quasi-carré-intégrable de GL_n(F) où F est un corps local non archimédien.
  (A proof of Bernstein's theorem concerning quasi-square-integrable representation of GL_n(F) where F is a non-archimedian local field.)
  Diplôme d'Études Approfondies (DEA) Mathématiques Pures thesis at
  Université Paris-Sud XI Orsay, France, July 2004
  with advisor Guy Henniart.
• Volumes of integer polynomials over local fields.
  Undergraduate senior thesis at Reed College, May 2003
  with advisor Joe P. Buhler.

Talks

• Self-dual Galois representations
  (CCR West, La Jolla, CA, Nov 2008)
• An introduction to model theory
  (Florian Pop's "Topics in model theory and quadratic forms" course, Penn, Oct 2005)
• p-adic polynomial volumes
  (Graduate student pizza seminar, Penn, Oct 2004)
• Distributions: how to think about the Dirac delta function
  (Student exposition series, Reed College, Oct 2002)
• Classifying locally compact topological groups
  (Student exposition series, Reed College, Feb 2002)