não disponível

On this work we study conjugacies between 'C POT.2' unimodal maps and tent maps. We exhibit a topological condition that prohiits the existence of a quasi-simmmetric conjugacy between a 'C POT.2' unimodal map and a tent map. We also prove thatalmost every tent map satisfies it. This fact depends on the density of the critical orbit of a tent map which is true for almost all parameters. Our main tools are the concept of kneading map and köbe principles