Jonathan Passant
Graduate Student 
Advisor: Alex Iosevich 
Office  710 Hylan 
Email:  jpassant at ur dot rochester period edu 
My CV
Here is my CV.
Research
My research interests lie in the areas of geometric combinatorics, geometric incidence theory and geometric measure theory. In particular questions that arise from studying the structures of discrete point sets in real spaces. My main interest thus far has been studying variants of the famous Erdős distance problem, with a view to understanding how the amazing result of Guth and Katz can be deployed in higher dimensions or on different realisations of distances in the plane.
My publications

A multiparameter variant of the Erdős distance problem (2017), joint with Alex Iosevich and Maria Janczak. Arxiv Link.

Finite Point Configurations In The Plane, Rigidity And Erdős Problems, joint with Alex Iosevich. In preparation.