minus plus magnify speech newspaper atomic biology chemistry computer-science earth-science forensic-services globe info math matrix molecule neuroscience pencil physics pin psychology email share atsign clock double-left-chevron double-right-chevron envelope fax phone tumblr googleplus pinterest twitter facebook feed linkedin youtube flickr instagram

Colloquium-Andrew Putman

Speaker: Andrew Putman, Notre Dame University Location: LD 229

The mapping class group of a surface 


The mapping class group of a surface plays an important role in many areas of mathematics, including topology, algebraic geometry, and dynamics. One of its appealing features is that its study requires a healthy balance between concrete (often visual) geometric arguments and sophisticated abstract machinery. I will give an introduction to this group, with a focus on its algebraic topology and finiteness properties.


Andrew Putman is a topologist working at the intersection of geometric group theory, low-dimensional topology, and group cohomology. His work on the algebraic foundations of representation stability has been particularly influential, and was surveyed in a 2014 Seminaire Bourbaki. Putman received his P.h.D. in 2007 from the University of Chicago, under the direction of Benson Farb. After postdoctoral position at MSRI and MIT, he spent six years on the faculty at Rice University before moving to the University of Notre Dame in 2016.

Hosted by: Prof. Dan Ramras