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Current Events Bulletin
Introduction to the Current Events Bulletin
Will the Riemann Hypothesis be proved this week? What is the Geometric Langlands Conjecture about? How could you best exploit a stream of data flowing by too fast to capture? I love the idea of having an expert explain such things to me in a brief, accessible way. I think we mathematicians are provoked to ask such questions by our sense that underneath the vastness of mathematics is a fundamental unity allowing us to look into many different corners -- though we couldn't possibly work in all of them. And I, like most of us, love common-room gossip.
The Current Events Bulletin Session at the Joint Mathematics Meetings, begun in 2003, is an event where the speakers do not report on their own work, but survey some of the most interesting current developments in mathematics, pure and applied. The wonderful tradition of the Bourbaki Seminar is an inspiration, but we aim for more accessible treatments and a wider range of subjects. I've been the organizer of these sessions since they started, but a broadly constituted advisory committee helps select the topics and speakers. Excellence in exposition is a prime consideration.
A written exposition greatly increases the number of people who can enjoy the product of the sessions, so speakers are asked to do the hard work of producing such articles. These are made into a booklet distributed at the meeting. Speakers are then invited to submit papers based on them to the Bulletin of the AMS, and this has led to many fine publications.
I hope you'll enjoy the papers produced from these sessions, but there's nothing like being at the talks -- don't miss them!
David Eisenbud, Organizer
University of California, Berkeley
de@msri.org
Sessions, Speakers, Booklets and Bulletin of the AMS Papers
January 8, 2008 (San Diego, California) (booklet produced for meeting 2.7 MB)
Günther Uhlmann
University of Washington
Invisibility
Antonella Grassi
University of Pennsylvania
Birational Geometry: Old and New
Gregory F. Lawler
University of Chicago
Conformal Invariance and 2-d Statistical Physics
Terence C. Tao
University of California, Los Angeles
Why are Solitons Stable?
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