Title: The classification of circle-like continua that admit expansive homeomorphisms
Abstract: A homeomorphism $h:X\rightarrow X$ of a compactum $X$ is <i>expansive</i> provided that for some fixed $c>0$ and every $x, y\in X\ (x\neq y)$ there exists an integer $n$, dependent only on $x$ and $y$, such that $\hbox{d}(h^n(x),h^n(y))>c$. It is shown th