I study number theory, algebraic geometry, representation theory, and their interactions. Previously I was a Taussky/Todd instructor at Caltech, a member of the IAS, and a graduate student at Princeton, advised by Andrew Wiles.

Associate Professor of the Practice. Algebra and Algebraic Geometry. Number Theory and Algebraic Geometry. My research interests revolve around the interplay between number theory and algebraic geometry, a vast area which includes classical and arithmetic geometry, modular forms and Galois representations.

DB Salazar, M Dimitrov, A Graham, A Jorza, C Williams. arXiv preprint arXiv:2211.08126, 2022. 3: 2022: Newton polygons of Hecke operators. L Chiriac, A Jorza. Annales mathématiques du Québec 45 (2), 271-290, 2021. 3: 2021: Exceptional zeros of p-adic L-functions for nearly finite slope Hilbert modular forms. 2017.

Andrei Jorza, p-adic Families and Galois Representations for GSp(4) and GL(2), Math. Research Letters 19 (2012), no 05, 1-10. Benjamin Bakker and Andrei Jorza, Higher rank stable pairs on K3 surfaces, Communications in Num-ber Theory and Physics, Volume 6, Number 4 (2012).

5,395 Followers, 418 Following, 168 Posts - Jorza (@jorzaofficial) on Instagram: ""

These notes include the main topics of a basic graduate algebra course: finite groups, the Sylow theorems, finite group actions, rings, modules, fields, Galois theory.

‘What Happened To You’ is a short documentary about two childhood friends (Tom Jorza & Sebastian Scales), both now stand-up comics, exploring their past trauma together. If you …

Andrei Jorza, University of Notre Dame: 14 Followers, 1 Following, 9 Research papers. Research interests: Mathematics, Algebraic Geometry, and Number Theory.

Andrei Jorza will be studying the interaction between automorphic forms and Galois representations, and their relation to p-adic Hodge Theory. In particular, over complex multiplication fields, he will focus on congruences between modular forms, and their effect on the properties of the associated local Galois representations.