  Many solutions of General Relativity appear to allow the possibility of time
travel. This was initially a fascinating discovery, but geometries of this type
violate causality, a basic physical law which is believed to be fundamental.
Although string theory is a proposed fundamental theory of quantum gravity,
geometries with closed timelike curves have resurfaced as solutions to its low
energy equations of motion. In this paper, we will study the class of solutions
to low energy effective supergravity theories related to the BMPV black hole
and the rotating Wave--D1--D5--brane system. Time travel appears to be possible
in these geometries. We will attempt to build the causality violating regions
and propose that stringy effects prohibit their construction. We will show how
the geometry is corrected and that, once corrected, causality is preserved. We
will track our chronology protection proposal in the dual conformal field
theory. The absence of closed timelike curves in the geometry coincides with
the preservation of unitarity in the conformal field theory. The agent of
chronology protection for the geometries studied here mirrors the enhancon
mechanism, a mechanism string theory employs to resolve a class of naked
singularities.
