Welcome to the Mathematics Department!
Our research specialties are in algebra, analysis, geometry, probability and topology.
The American Mathematical Society has ranked us in the top group of U.S. research departments in Mathematics.
Six members of the department were named Fellows of the American Mathematical Society in 2013. Three members of the department spoke in the Lie Theory Section of the 2014 International Congress of Mathematics.
We also take great pride in the quality of our outstanding undergraduate teaching as well as our thriving graduate program.
The EUGENE MATH CIRCLE is continuing in the department. It is aimed at elementary, middle and high school students who enjoy math and want to be stretched by challenging problems.
News and Events
The University of Oregon is hosting the Pacific Northwest Number Theory Conference on May 16-17, 2015. For additional information, visit PNWNT Conference.
The University of Oregon Mathematics Department is proud to host the Thirty-fifth annual Oregon Invitational Mathematics Tournament. Each year, the OIMT attracts the state’s best and brightest for a day of rigorous examination and mathematical discourse. For more information, please see http://blogs.uoregon.edu/oimt
Congratulations to Dan Dugger for winning the Thomas F. Herman Award for Excellence in Pedagogy, one of the highest teaching honors at the University of Oregon.
Lan-Hsuan Huang from the University of Connecticut will be on campus May 7 – 8th. She will give an undergraduate and a research talk as part of the AWM Distinguished Speaker series.
Undergraduate talk – Thursday, May 7, 3 PM, Deady 102
Title: Why are soap bubbles round?
Abstract: You would be surprised if you saw a soap bubble shaped like a duck, wouldn’t you? But why are all soap bubbles spherical? We will explain the mathematical model of soap bubbles, which are called “constant mean curvature surfaces”. We will discuss the classical Alexandrov theorem, which says that a smooth surface with constant mean curvature that encloses a finite region of space and doesn’t intersect itself has to be a sphere.
Research talk – Friday, May 8, 4 PM, Deady 208
Title: A tour to the Positive Mass Theorem and beyond
Abstract: The Positive Mass Theorem has been a cornerstone of mathematical general relativity since the resolution of the three dimensional case in the 80’s. In this talk, we begin with a calculus proof of a special graphical setting of the theorem. After providing the necessary background in differential geometry, we then discuss both the classical results and recent progress toward the more general case, as well as the stability statement of the theorem.
The Department congratulates graduating Ph.D. candidate Nathan Permutter on receiving a postdoctoral fellowship from the National Science Foundation. Nathan is working in Algebraic Topology with Professor Boris Botvinnik. After graduating this spring, Nathan will pursue his research at Stanford University.