  We compute the temperature, voltage, and magnetic field dependences of the
resistance oscillations of a model interferometer designed to measure the
fractional statistics of the quasiparticles in the fractional quantum Hall
(FQH) effect. The geometry is the same as that used in recent experiments
reported in Refs. \cite{camino-prl,camino-T,zhou}. With appropriate assumptions
concerning the relative areas of the inner and outer rings of the
interferometer, we find theoretical results, including the existence of
periodic Aharonov-Bohm oscillations with periods {\it larger} than the
fundamental quantum of flux, which are in remarkably good agreement with
experiment. It is then possible to make additional experimental predictions
with no adjustable parameters which, if verified, would confirm the proposed
interpretation of the experiment as a measurement of fractional statistics.
