Robin Neumayer

activity

20142026

L^{2}

-almost constant mean curvature and an Alexandrov-type theorem for crystals

33 citations · 61 across the 17 of their papers we have counts for

collaborators

Showing 2017Show all

2 papers · 1 filter

math.AP2017★ 33 cited

Bubbling with $L^{2}$ -almost constant mean curvature and an Alexandrov-type theorem for crystals

M. G. Delgadino, F. Maggi, C. Mihaila +1

A compactness theorem for volume-constrained almost-critical points of elliptic integrands is proven. The result is new even for the area functional, as almost-criticality is measu…

math.AP2017★ 21 cited

The Cheeger constant of a Jordan domain without necks

Gian Paolo Leonardi, Robin Neumayer, Giorgio Saracco

We show that the maximal Cheeger set of a Jordan domain $Ω$ without necks is the union of all balls of radius $r = h (Ω)^{- 1}$ contained in $Ω$ . Here, $h (Ω)$ denotes the Cheeger con…

Bubbling with L2-almost constant mean curvature and an Alexandrov-type theorem for crystals

The Cheeger constant of a Jordan domain without necks

Bubbling with $L^{2}$ -almost constant mean curvature and an Alexandrov-type theorem for crystals