Our earlier paper provided an introduction to basic ideas relating topological techniques to chaos theory. In the present paper we provide additional details on a number of these techniques. We go into more detail on properties of inverse limits related to chaos. In particular, we provide a detailed outline of the result of Jubran on producing a chaotic embedding of the Whitehead continuum. This paper was partially motivated by a talk given by the second author at the 8th international summer school and conference Chaos 2011: Let's Face Chaos Through Nonlinear Dynamics (CAMTP, University of Maribor, Slovenia, 26 June - 10 July 2011).
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