Tullia Dymarz
Department of Mathematics
Yale University
P.O. Box 208283
New Haven, CT 06520-8283
I am currently a Gibbs Assistant Professor at Yale University. I received my Ph.D from the University of Chicago under Benson Farb. My research interests include geometric group theory, quasi-isometric rigidity, large scale geometry of finitely generated groups, solvable groups and quasiconformal analysis.

Research

Research Statement
 CV

 Paper Summaries

Papers

-Rigidity with locally compact targets for certain solvable groups
(in preparation)

-Bilipschitz maps of boundaries of certain negatively curved homogeneous spaces [pdf]
Preprint (2009) (with I. Peng)

- Bilipschitz equivalence is not equivalent to quasi-isometric equivalence for finitely generated groups [pdf]
To appear in Duke Mathematical Journal (2009)

- Large scale geometry of certain solvable groups [pdf]
To appear in GAFA (2009)

- Bijective Quasi-Isometries of Amenable Groups [ps] [dvi] [pdf]
Geometric methods in group theory, 181-188, Contemp. Math., 372, Amer. Math. Soc., Providence, RI, (2005).

Teaching

Spring 2010:
Math 222 Linear algebra and applications
Math 430 Introduction to Algebraic Topology

Fall 2009:
Math 813 Notions of Negative Curvature

Spring 2009:
Math 821 Topics in Geometric Group Theory

Fall 2008:
Math 120 Multivariable Calculus

Winter 2008:
Math 430 Algebraic Topology
Math 858 Techniques from quasi-isometric rigidity

Teaching Award:
-Lawrence and Josephine Graves Prizes for Excellence in Undergraduate Teaching 2005

Past teaching: (University of Chicago)