Daniel Rayor Hast
I am a postdoc with the Simons Collaboration on Arithmetic Geometry, Number Theory, and Computation in the Department of Mathematics & Statistics at Boston University. I'm currently working in number theory, arithmetic algebraic geometry, and Diophantine geometry, with a focus on padic approaches to rational points on varieties.
Research
 Functional transcendence for the unipotent Albanese map (2019).
 Rational points and unipotent fundamental groups (Ph.D. thesis, June 2018).
 Jordan S. Ellenberg and Daniel Rayor Hast, Rational points on solvable curves over Q via nonabelian Chabauty (2018).
 Daniel Rayor Hast and Vlad Matei, Higher moments of arithmetic functions in short intervals: a geometric perspective, in International Mathematics Research Notices (2018).
Contact
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Department of Mathematics & Statistics
Boston University
111 Cummington Mall
Boston, MA 02215