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math.MG2026
Length distortion of volume-preserving Lipschitz mappings
Damaris Meier, Kai Rajala
We show that every area-preserving Lipschitz map between metric surfaces distorts the length of almost every curve by at most a multiplicative factor, answering a question posed by…
math.MG2024
Definitions of quasiconformality on metric surfaces
Damaris Meier, Kai Rajala
We explore the interplay between different definitions of distortion for mappings , where is any metric surface, meaning that is homeomorphic to…
math.MG2023
Mappings of finite distortion on metric surfaces
Damaris Meier, Kai Rajala
We investigate basic properties of mappings of finite distortion , where is any metric surface, i.e., metric space homeomorphic to a planar domain with lo…