1 citations · 1 across the 1 of their papers we have counts for
3 papers
math.AP2018
Stability for the mailing problem
Maria Colombo, Antonio De Rosa, Andrea Marchese
We prove that optimal traffic plans for the mailing problem in are stable with respect to variations of the given coupling, above the critical exponent , th…
math.DG2017
Quantitative stability for anisotropic nearly umbilical hypersurfaces
Antonio De Rosa, Stefano Gioffrè
We prove a qualitative and a quantitative stability of the following rigidity theorem: an anisotropic totally umbilical closed hypersurface is the Wulff shape. Consider ,…
math.AP2017★ 1 cited
Improved stability of optimal traffic paths
Maria Colombo, Antonio De Rosa, Andrea Marchese
Models involving branched structures are employed to describe several supply-demand systems such as the structure of the nerves of a leaf, the system of roots of a tree and the ner…