I am a postdoc in the Mathematics Department at the University of Arizona. My mentor is Bryden Cais. I was a graduate student at Stanford University. My advisor was Brian Conrad. Here is my CV.
I am interested in algebraic number theory and arithmetic geometry, especially Galois representations and algebraic geometry in characteristic p.
My email is jeremybooher [AT] math.arizona.edu
My office is 315 in the math department.
Expository writing including my senior thesis, Part III essay, and notes for many of the talks I have given at PROMYS and in graduate school.
Warning: the ones which came from the summers I spent as a counselor at PROMYS, use non-standard notation: taking a quotient of a ring by a principal ideal is denoted by a subscript. In particular, Zp is the integers modulo p, not the p-adic integers. Furthermore, the group of units in Zp is denoted by Up.
Math 446/546 (Theory of Numbers), Spring 2019.
Math 313 (Linear Algebra), two sections in Fall 2018.
Math 432/532 (Topological Spaces), Spring 2018.
Math 313 (Linear Algebra), two sections in Fall 2017.
Math 446/546 (Theory of Numbers), Spring 2017.
Math 129 (Calculus II), Spring 2017.
Math 125 (Calculus I), Fall 2016.I was a graduate student TA at Stanford. During the summers, I worked at PROMYS (2007, 2008, 2010, 2011) and SUMAC (2013, 2014, 2015, 2016), and helped with SURIM (2012).
I am organizing the Algebra and Number Theory Seminar at the University of Arizona.
I help with the Tucson Math Circle.