In July, 184 participants from 17 countries travelled to Park City, Utah to attend the latest iteration of Park City Mathematics Institute (PCMI), an annual Institute for Advanced Study outreach program. The attendees explored motivic homotopy theory, which offers mathematicians the opportunity to better understand complex algebraic shapes by using flexible tools from homotopy theory.
Described as "one of the most distinguished theoretical physicists of our time," IAS Trustee Emeritus Martin Rees has been announced as the winner of the 2024 Wolf Prize in Physics. Also recognized with a 2024 Wolf Prize in Mathematics was Noga Alon, a frequent Visiting Professor in the School of Mathematics.
From May 19–24, the Institute welcomed 40 students, educators, and researchers from across the globe for its annual Women+ and Mathematics (W+AM) program. As well as providing a glimpse into the Langlands program, this year's lectures discussed examples and applications of Deligne-Lusztig theory.
The 2024 Shaw Prize in Mathematical Sciences has been awarded to Peter Sarnak, Gopal Prasad Professor in the School of Mathematics, for his "development of the arithmetic theory of thin groups and the affine sieve, by bringing together number theory, analysis, combinatorics, dynamics, geometry, and spectral theory."
The “Paths to Math” series comes to a close with this special edition video, featuring one of our most beloved veteran mathematicians: Distinguished Visiting Professor Karen Uhlenbeck. Watch to see Karen describe the introduction to calculus course that awakened her love for math and her spirited female colleagues in Chicago, who helped to dispel any lingering doubts about being a woman mathematician.
Jim Simons, former IAS Member (1972), Trustee (2001–18), and Board Vice Chair (2010–18), "led a life driven by curiosity." A tribute posted on the Simons Foundation website honors his achievements in mathematics, business, and philanthropy.
"In 1940, André Weil [Faculty (1958–76) and Emeritus (1976–98) in the School of Mathematics] wrote a letter to his sister, Simone, outlining his vision for translating between three distinct areas of mathematics. Eighty years later, it still animates many of the most exciting developments in the field."
"Imagine that you are blowing a soap bubble using a simple wand. Why does the bubble that you create take the form of a sphere? Why not an ovoid? Or a cylindrical shape? Or something totally random?" Explore the minimization principles that govern such systems with geometric measure theorist Paul Minter, who serves as a Veblen Fellow in the School of Mathematics.
