Decay of geometry for unimodal maps: An elementary proof
Decay of geometry for unimodal maps: An elementary proof
We prove that a nonrenormalizable smooth unimodal interval map with critical order between 1 and 2 displays decay of geometry, by an elementary and purely "real" argument.This completes a "real" approach to Milnor's attractor problem for smooth unimodal maps with critical order not greater than 2.