• Brian Yarrington. Thesis: Local connectivity and Lebesgue measure for polynomial Julia sets, 1995.

  • Eduardo Prado. Thesis: Conformal measures in polynomial dynamics, 1995.

  • LeRoy Wenstrom. Thesis: Scaling laws for quadratic maps, 1996.

  • Michael Yampolsky. Thesis: Complex bounds for renormalization of one-dimensional dynamical systems, 1997.

  • Ben Hinkle. Thesis: Parabolic limits of renormalization, 1998.

  • Rodrigo Perez. Thesis: Dynamics of quadratic polynomials: geometry and combinatorics of the principal nest, 2002 (co-advised with John Milnor).

  • Rogelio Valdez. Thesis: Self-similarity of the Mandelbrot set and parabolic bifurcation, 2004.

  • Carlos Cabrera. Thesis: Towards classification of laminations associated to quadratic polynomials, 2005.

  • Davoud Cheraghi. Thesis: Dynamics of complex unicritical polynomials, 2009.

  • Trevor Clark. Thesis: Real and complex dynamics of unicritical maps, 2010.

  • Anna Benini. Thesis: Combinatorial and topological aspects of some classes of complex exponential maps, 2010.

  • Joe Adams. Thesis: Infinitely primitively renormalizable polynominals of bounded type, 2016.