Jacqueline Warren

I am a Zuckerman Postdoctoral Scholar in the Department of Mathematics at Tel Aviv University, working with Barak Weiss.

I obtained my PhD from the University of California, San Diego in 2021, and my advisor was Amir Mohammadi. I completed my bachelor's degree in mathematics at the University of Victoria, in Victoria, British Columbia, Canada.

My research interests include ergodic theory and dynamical systems, with a focus on infinite volume homogeneous dynamics and Diophantine approximation.

Contact information (beware the k instead of c below):

E-mail: jakqueline (at) mail (dot) tau (dot) ic (dot) il

Office: Schreiber 305

Pre-prints and publications:

• (with Nattalie Tamam) Distribution of orbits of geometrically finite groups acting on null vectors, preprint.
• (with Nattalie Tamam) Effective equidistribution of horospherical flows in infinite volume rank one homogeneous spaces, preprint.
• On factor rigidity and joining classification for infinite volume rank one homogeneous spaces, preprint.
• (with Marcelo Laca) Phase transitions on C*-algebras arising from number fields and the generalized Furstenberg conjecture, J. Operator Theory, 83, Issue 1 (2020), p.73-93.
• (with Gary MacGillivray) Efficient total dominating sets in Cayley graphs, Utilitas Mathematica, Volume 94 (2014), p.347–359.

Video of a recent talk:

A link to a talk I gave in the UCSD Group Actions seminar on Oct. 27, 2020 may be found here.

This page was last updated October 2021.