Fractal mystique: The Buddhabrot
A Buddhabrot rendering of
the Mandelbrot set
Image courtesy of Paul Bourke

MathAcrossCampus is a quarterly colloquium series at the University of Washington to showcase applications of mathematics, with a special emphasis on the growing role of discrete methods in math applications. The goal of this seminar is to expose theoreticians to applied work, to create a community of mathematicians and users of mathematics at UW, and to serve as a guide to students and researchers looking for projects and jobs in math-related areas by offering exposure to ongoing math applications in the Seattle area.

Upcoming Public Lecture in the MathAcrossCampus Series

Poster for Don Saari's talk: "We Vote..."
Friday, May 11, 2012, 3:00pm Kane Hall 220
reception to follow at 4:00pm

Don Saari, (short biography), University of California, Irvine (Mathematics, Economics)

Professor of Mathematics and Economics
Director of the Institute for Mathematical Behavioral Sciences, at UC Irvine

We vote, but do we elect who we really want?

It happens so often: In some election it is debatable whether the "winner" is who the voters really wanted. But the "winner" can affect the future of an organization, whether a fraternity, sorority, academic department, city, county, state, or country, so consequences can be serious. As described in this expository lecture, the power of mathematics is making it possible to identify the persistent villains that can lead us astray – our choice of voting rules. Because some of the nastier rules are so commonly used, audience members may leave legitimately worried about the accuracy of a recent election outcome.

This talk is sponsored in part by .

Most Recent Public Lecture in the MathAcrossCampus Series

Poster for David Baker's talk: "Computing Proteins"
Friday, February 10, 2012, 2:30pm in Kane Hall 210
reception to follow at 3:30pm

David Baker (short biography) University of Washington, Biochemistry

Professor of Biochemistry
Adjunct Professor of Bioengineering, Genome Sciences, Physics, Chemical Engineering, and Computer Science
Editorial Board, PNAS
Member of the National Academy of Sciences

Computing Proteins

Baker Video

The elementary processes of life are carried out by proteins. Proteins are very large molecules with thousands of atoms and many hundreds of degrees of freedom and hence have a vast number (~3^100) of possible conformations. Despite this diversity, proteins fold to single unique states which allow them to carry out their functions. Each protein has a unique amino acid sequence, and the folded structure of a protein is the lowest energy conformation for its amino acid sequence. I will discuss progress in predicting the structure of proteins from their amino acid sequences and in designing new proteins to address 21st century challenges. Both prediction and design are global optimization problems--the prediction problem is to find the lowest energy conformation for a given amino acid sequence, and the design problem, to find the lowest energy sequence for a desired structure or function. I will also describe how the general public has contributed to solving these global optimization problems through the distributed computing project Rosetta@Home and the online game FoldIt.

This talk is sponsored in part by .

Organizers and contact information

The organizers of MathAcrossCampus are Rekha Thomas, Ioana Dumitriu, and Christopher Hoffman.

MathAcrossCampus is also made possible by the efforts of UW Mathematics graduate students Chris Aholt, Nathaniel Blair-Stahn, Toby Johnson, James Pfeiffer, Elliot Paquette, and Erik Slivken.

Please direct email to [enable JavaScript to view email address, or contact the organizers directly] if you would like us to post an announcement or add a link to your event, or if you have any other questions or comments.

Funding

MathAcrossCampus is currently supported by UW's College of Arts and Sciences and the Pacific Institute for the Mathematical Sciences.

Additional support has been provided by: The NSF VIGRE grant at UW; the departments of Applied Mathematics and Economics; the Milliman Fund; and the NSF Research Training Group in Inverse Problems and PDEs.