This program is funded by the department and honors Distinguished University Professor Emeritus **Serguei Novikov**. The Novikov Postdoctoral program supports mathematicians who have recently completed or will soon complete a doctorate in mathematics or a closely related field, and whose work shows remarkable promise in mathematical research. The appointments are for one to three years, with a light teaching requirement of two to three courses per academic year.

Current Novikov Postdoctoral Fellows (2018-2019) are:

**Xiumin Du**. A student of Xiaochun Li, Xiumin received her PhD from the University of Illinois at Urbana-Champaign. She works in Harmonic Analysis. Her thesis was on Schrödinger maximal estimates. Her mentor is Wojtek Czaja.**Ruiwen Shu**. A student of Shi Jin from the University of Wisconsin at Madison, Ruiwen works on uncertainty quantification for kinetic equations with random inputs. His mentor is Eitan Tadmor.**Guangyu Xi**. A student of Zhongmin Qian and Gui-Qiang Chen from Oxford, Guangyu works in stochastic analysis, PDEs and fluid mechanics. His mentor is Sandra Cerrai.

Novikov Postdoctoral Fellows arriving in 2019-2020 include:

**Jingren Chi**. A student of Bảo Châu Ngô from the University of Chicago, Chi works at the junction of algebraic geometry, number theory and representation theory. He is interested in applying methods in geometric representation theory to problems in p-adic harmonic analysis. He will be mentored by Tom Haines.**Jakob Hultgren**. Jakob is a student of Robert Berman and David Witt Nyström from Chalmers University of Technology in Gothenburg, Sweden. His research field is complex differential geometry. He is interested in canonical metrics in Kähler geometry and their relation to optimal transport, statistical mechanics and stability notions in algebraic geometry. He will be working with Yanir Rubinstein.**Yordanka Kovacheva**is an algebraic geometer, a student of Madhav Nori from the University of Chicago. She has one published paper in*Experimental Mathematics*coming out of an REU while she was an undergraduate at Amherst College. Her research mostly concerns algebraic cycles, Chow groups, and K-theory of algebraic varieties. Her mentor will be Patrick Brosnan.**Zehua Zhao**is a student of Benjamin Dodson at Johns Hopkins and works in dispersive PDE, especially nonlinear Schrödinger equations. His mentor will be Matei Machedon and he will also interact with others in our dispersive PDE group such as Manoussos Grillakis.