Ravi Vakil (Stanford) is presenting on the mathematical aspects of doodling on April 17, at 4pm in B239 Van Vleck Hall. Doodling has many mathematical aspects: patterns, shapes, numbers and more. Not surprisingly, there is often some sophisticated and fun mathematics buried inside common doodles. It looks like play, but reflects what mathematics is really about: finding patterns in nature, explaining them, and extending them. By the end, we'll have seen some important notions in geometry, topology, physics, and elsewhere; some fundamental ideas guiding the development of mathematics over the course of the last century; and ongoing work continuing today.
Dr. Vakil will be presenting on a more technical talk entitled "Cutting and pasting in (algebraic) geometry on Tuesday, April 18 at 4pm in 911 Van Vleck Hall.
The Kellett awards recognize outstanding faculty seven to twenty years past their first promotion to a tenured position. Jordan is one of eleven faculty on campus to win this honor this year.
Congratulations Jordan! This is a great addition to your already long list of awards and recognitions, very well deserved!
Gurevich and Howe speak at Institute for Advanced Study (IAS) on breakthrough in theory of small symmetries of spaces
On March 8 2017, Prof. Shamgar Gurevich (UW-Madison) and his collaborator Prof. Roger Howe (Yale and Texas A&M) presented at a seminar talk at IAS - Princeton. Videos are now available here...
Their recent discovery of a notion of “size” for symmetries of spaces, and their new discovery called “eta correspondence” to describe explicitly “small" symmetries. In their research process, Gurevich and Howe benefit a lot from the work of Prof. John Cannon (Sydney) and Dr. Steve Goldstein (UW-Madison) who produced a lot of numerical data, leading to the discovery of the "eta correspondence”.
Update: Links to Videos.
Dima Arinkin has been named as Vilas Associate. The Vilas Associate program is an internal competition that recognizes new and ongoing research of the highest quality and significance. And Dima is, of course, the perfect example!