2 citations · 3 across the 4 of their papers we have counts for
4 papers
math.MG2004
Polygons with prescribed Gauss map in Hadamard spaces and Euclidean buildings
Andreas Balser
We show that given a stable weighted configuration on the asymptotic boundary of a locally compact Hadamard space, there is a polygon with Gauss map prescribed by the given weighte…
math.MG2004★ 1 cited
Centers of convex subsets of buildings
Andreas Balser, Alexander Lytchak
We prove that two dimensional convex subsets of spherical buildings are either buildings or have a center.
math.MG2004★ 2 cited
Building-like spaces
Andreas Balser, Alexander Lytchak
We study convex subsets of buildings, discuss some structural features and derive several characterizations of buildings.
math.DG2003
Towards a classification of CMC-1 Trinoids in hyperbolic space via conjugate surfaces
Andreas Balser
We derive necessary conditions on the parameters of the ends of a CMC-1 trinoid in hyperbolic 3-space with symmetry plane by passing to its conjugate minimal surface. Toget…