Jared Weinstein

[my first name] at math dot ucla dot edu

Jared Weinstein

Current Teaching: Math 33B, Differential Equations.

Previous Courses

For the UCLA Number Theory website, click here.

Welcome to my webpage! I am a number theorist, which means I investigate problems related to the whole numbers and rationals. In particular, I have a great deal of interest in the theory of automorphic forms and Galois representations. Here is my CV (PDF file).

Articles

Explicit non-abelian Lubin-Tate theory for GL_2, preprint.
The Local Jacquet-Langlands Correspondence via Fourier Analysis, preprint. (Accepted to J. Théorie des Nombres de Bordeaux, 10/1/09) We give a new technique for passing between supercuspidal representations of GL_2 over a local nonarchimedean field with those of its inner twist.
Hilbert Modular forms with Prescribed Ramification, accepted to Int. Math. Res. Not., Dec. 12, 2008. We find a formula for the number of hilbert modular forms over a totally real field K whose ramification is of a prescribed type. This is a strengthening of the first half of my thesis.
Beyond Value at Risk: Forecasting Portfolio Loss at Multiple Horizons, with Lisa Goldberg and Guy Miller.
Automorphic Forms with Local Constraints, my Berkeley dissertation.