Quasi-Symmetric and quasi-Möbius maps on locally convex space.
Quasisymmetric embedding of self similar surfaces and origami with rational maps.
Quasisymmetric embeddings of products of cells into the Euclidean space.
Quasisymmetry, measure and a question of Heinonen.
In this paper we resolve in the affirmative a question of Heinonen on the absolute continuity of quasisymmetric mappings defined on subsets of Euclidean spaces. The main ingredients in the proof are extension results for quasisymmetric mappings and metric doubling measures.