Uncountably many planar embeddings of unimodal inverse limit spaces

Abstract

For point $x$ in the inverse limit space $X$ with a single unimodal bonding map we construct, with the use of symbolic dynamics, a planar embedding such that $x$ is accessible. It follows that there are uncountably many non-equivalent planar embeddings of $X$.

arXiv commentCorrections added and proof of Corollary 1 completed