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math.DG2022
A priori bounds for geodesic diameter. Part II. Fine connectedness properties of varifolds
Ulrich Menne, Christian Scharrer
For varifolds whose first variation is representable by integration, we introduce the notion of indecomposability with respect to locally Lipschitzian real valued functions. Unlike…
math.DG2022★ 2 cited
A priori bounds for geodesic diameter. Part I. Integral chains with coefficients in a complete normed commutative group
Ulrich Menne, Christian Scharrer
As service to the community, we provide - for Euclidean space - a basic treatment of locally rectifiable chains and of the complex of locally integral chains. In this setting, we m…