Quasiconformal maps on non-rigid Carnot groups

Abstract

We study quasiconformal maps on non-rigid Carnot groups equipped with Carnot metric. We show that for most non-rigid Carnot groups N, all quasiconformal maps on N must be biLipschitz.

References in corpus (1)

• Quasiconformal maps on model Filiform groups

Cited by in corpus (3)

• Quasiisometries of negatively curved homogeneous manifolds associated with Heisenberg groups
• Pansu pullback and rigidity of mappings between Carnot groups
• Invertible Carnot Groups