I am a mathematician working primarily in algebra and arithmetic/algebraic geometry. My research interests mostly revolve around Galois theory, with an emphasis on anabelian geometry and other related topics in arithmetic/algebraic geometry. I am also interested in various other topics, such as algebraic cycles, valuation theory, differential Galois theory, model theory of fields, etc.

- I am currently an Assistant Professor in the department of Mathematical and Statistical Sciences at the
**University of Alberta.** - From 2016 to 2018, I was a Postdoctoral Research Assistant at
**Oxford University.**From 2013 to 2016, I was an NSF Postdoctoral Fellow at the**University of California, Berkeley.** - I completed my Ph.D. in May 2013 at the
**University of Pennsylvania**under the supervision of Florian Pop.

**{surname} (at) ualberta [dot] ca**

Mathematical and Statistical Sciences

University of Alberta

632 Central Academic Building

Edmonton, Alberta

Canada T6G 2G1

- Here is a link to my CV.
- BIRS Workshop: Nilpotent Fundamental Groups
- This webpage was created using Hakyll, and Skeleton.