Hi, I'm Juliette Bruce, NSF postdoctoral fellow at the University of California, Berkeley and a complementary postdoc at MSRI.

My research interests lie in algebraic geometry, commutative algebra, and arithmetic geometry. In particular, I am interested in using homological methods to study the geometry of zero loci of systems of polynomials (i.e. algebraic varieties). I am also interested in studying the arithmetic properties of varieties over finite fields. Further, I am passionate about promoting inclusivity, diversity, and justice in the mathematics community.

Before coming to UC, Berkeley and MSRI I was a graduate student at the University of Wisconsin, Madison where I earned my Ph.D. in mathematics. My advisor was Daniel Erman.