  We present a theoretical analysis of the current-voltage characteristics of a
ballistic superconductor-normal-superconductor (SNS) junction, in which a strip
of graphene is coupled to two superconducting electrodes. We focus in the
short-junction regime, where the length of the strip is much smaller than
superconducting coherence length. We show that the differential conductance
exhibits a very rich subharmonic gap structure which can be modulated by means
of a gate voltage. On approaching the Dirac point the conductance normalized by
the normal-state conductance is identical to that of a short diffusive SNS
junction.
