2 papers
math.AP2026
Sharp upper bound for a branched transport problem coming from Ginzburg-Landau models
Alessandro Cosenza, Michael Goldman, Felix Otto
We consider a branched transport type problem with weakly imposed boundary conditions, which can be seen as a blown-up version of a reduced model for type-I superconductors in the…
math.PR2025
From Combinatorics to Partial Differential Equations
Francesco Mattesini, Felix Otto
The optimal matching of point clouds in is a combinatorial problem; applications in statistics motivate to consider random point clouds, like the Poisson point proce…