The decoherence rate of a quantum dot coupled to a fluctuating environment
described by a normal-metal-superconductor junction is considered. The dens
ity-density correlator at low frequencies constitutes a kernel which enters
the calculation of the phase coherence time. The density fluctuations are
connected to the finite-frequency current-current correlations in the point
contact via the continuity equation. Below and above the gap, at zero temp
erature the density correlator contains spatial oscillations at half of the
Fermi wavelength on the normal side. As the bias crosses the superconducti
ng gap, the opening of scattering channels enhances the decoherence rate dr
amatically, suggesting the possibility of tuning the decoherence rate in a
controllable manner.