Communications in Analysis and Geometry
Volume 19 (2011)
The pointed flat compactness theorem for locally integral currents
Pages: 159 – 189
Recently, a new embedding/compactness theorem for integral currents in a sequence of metric spaces has been established by the second author. We present a version of this result for locally integral currents in a sequence of pointed metric spaces. To this end we introduce another variant of the Ambrosio–Kirchheim theory of currents in metric spaces, including currents with finite mass in bounded sets.
Published 20 June 2011