Domenico la Manna. University of Naples Federico II
2017-06-05 14:00 - 15:00 (Europe/London) | United Kingdom
In this paper we proved that the ball, if the radius is not too large, is a stable
local minimizer of the Gaussian perimeter among all symmetric sets. Using
the second variation of the Gaussian perimeter, we have the optimality result:
if the radius is larger than pn + 1, the ball cannot be a minimizer, while if the radius is smaller the ball is a minimizer
