Propp awarded Chancellor's Professorship at UC Berkeley

|
Prof. James Propp of the Mathematical Sciences Department has been awarded the 2011–2012 Chancellor’s Professorship in Mathematics at the University of California, Berkeley.

Propp will teach a graduate course in the mathematics department while conducting research at the Mathematical Sciences Research Institute (MSRI). His course will focus on recent advances in the theory of random surfaces and the theory of random aggregation. Many of the researchers who contributed to this work will also be in residence at MSRI, and he is excited at the prospect of serving as a liaison between those visiting researchers and the Berkeley graduate students taking his course.

Prof. Propp also plans to organize and host an evening presentation open to the public, showcasing the visual beauty of this branch of mathematics.

Propp says he fell in love with Berkeley (the university and the city) when he did his graduate work there in the 1980s, and says he is delighted that the Math Department has invited him to return in such an honored capacity. He noted that “my kids are really excited that they'll get to go to the Exploratorium again next year.”

propp.jpg
Prof. James Propp (Mathematical Sciences)


bppsim.gif

This image, created by Brown University mathematician Rick Kenyon, shows a random tiling of a hexagon by rhombuses in three orientations. In the 1990s, Propp and his collaborators proved the “arctic circle theorem” for these tilings, showing that if one randomizes such a tiling, the tiles in the six corners tend to align with one another while the tiles in the middle do not; the boundary between aligned and non-aligned subregions becomes increasingly circular as the size of the hexagon is increased.

About this Entry

This page contains a single entry by Martin, Fred published on September 8, 2011 10:09 AM.

Welcome to the College of Sciences blog! was the previous entry in this blog.

Fu awarded $166K in Trustworthy Computing initiative is the next entry in this blog.

Find recent content on the main index or look in the archives to find all content.

Subscribe to feed Subscribe to this blog's feed