News Archive

February 26, 2016

Doug Ravenel’s work on the Kervaire invariant one

The Annals of Mathematics has accepted for publication the paper “On the non-existence of elements of Kervaire invariant one”, by Doug Ravenel with co-authors Mike Hill from UCLA and Mike Hopkins from Harvard. The paper is over 200 published pages, an unusual devotion of space to one paper for this journal. The length is justified by the need to explain many new things in order to understand the proof.

WeBWorK screen
February 5, 2016

Michael Gage and Arnold Pizer win AMS Impact Award

Professors Michael Gage and Arnold Pizer have received the 2016 AMS Award for Impact on the Teaching and Learning of Mathematics. Gage and Pizer are honored for the creation and development of WeBWorK, one of the first web-based systems that assign and grades homework problems in mathematics and science courses.

February 5, 2016

Dinesh Thakur awarded NSA grant

Professor Dinesh Thakur has received a two-year NSA award for a project entitled Multi-zeta and related structures in function field arithmetic. Professor Thakur is a leading figure in this field and is widely known to the mathematical public due to the Arizona Winter School in number theory he has ran at the University of Arizona for many years.

February 2, 2016

Giorgis Petridis awarded NSF grant

Giorgis Petridis, a visiting assistant professor, received an NSF grant for his proposal entitled Direct and inverse problems for cardinality questions in additive number theory.” The amount of the grant is $109,438 and the duration is three years.

Xuwen Chen
November 10, 2015

Xuwen Chen awarded NSF grant

Assistant professor Xuwen Chen has been awarded a 3-year National Science Foundation grant in the amount of $107,444 for a project entitled Mean-Field Limits of Quantum Many-Body Dynamics and Free Boundaries in Kinetic Theory.

Thomas Tucker
November 10, 2015

Thomas Tucker awarded NSF grant

Professor and Chair Thomas Tucker has been awarded a three year National Science Foundation grant in the amount of $151,000 entitled Potential density, uniform boundedness, and points in special position.