  Ramanujan's $q$-continued fractions are a central part of Ramanujan's
development of basic hypergeometric series. They appear in Chapter 16 of Part
III and Chapter 32 of Part V of {\em Ramanujan's Notebooks} edited by Berndt,
and in Volume I of Andrews and Berndt's {\em Ramanujan's Lost Notebook}. In
these references the continued fractions as presented in the order in which
they appear in Ramanujan's original notebooks. We summarize the work of several
authors on this topic and re-organize Ramanujan's $q$-continued fractions.
