Erratum for "Denjoy Minimal Sets are Far from Affine"
Alec N. Kercheval

TL;DR
This paper corrects a previous theorem about Denjoy minimal sets by adding a necessary smoothness condition, ensuring the theorem's validity under the specified hypotheses.
Contribution
It provides a correction to an earlier result by including a C^2 bound, clarifying the conditions for the theorem about Denjoy minimal sets.
Findings
The correction specifies the importance of a C^2 bound.
The original theorem's validity depends on the added smoothness condition.
The correction improves the accuracy of the previous theoretical result.
Abstract
Theorem 2 of A. Kercheval, "Denjoy minimal sets are far from affine", Ergodic Theory and Dynamical Systems 22 (2002), 1803-1812 is corrected by adding a C^2 bound to the hypotheses.
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Taxonomy
TopicsMathematical Dynamics and Fractals · Advanced Topology and Set Theory
