Camillo De Lellis

"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.

This installment of the “Paths to Math” series features Paul Minter, Veblen Research Instructor (2022–23) and Veblen Fellow (2023–27) in the Institute’s School of Mathematics. Watch to see Paul describe how, despite being discouraged from applying to an elite school, his passion for mathematics brought him from a small U.K. seaside town, to Cambridge University, and then to IAS. 

A variety of systems in natural sciences are described through physically measurable quantities that depend on “independent variables.” For instance, we routinely measure the pressure and the temperature of the air in the Earth’s atmosphere, and...