  We study a lossy source coding problem for an arbitrarily varying remote
source (AVRS) which was proposed in a prior work. An AVRS transmits symbols,
each generated in an independent and identically distributed manner, which are
sought to be estimated at the decoder. These symbols are remotely generated,
and the encoder and decoder observe noise corrupted versions received through a
two-output noisy channel. This channel is an arbitrarily varying channel
controlled by a jamming adversary. We assume that the adversary knows the
coding scheme as well as the source data non-causally, and hence, can employ
malicious jamming strategies correlated to them. Our interest lies in studying
the rate distortion function for codes with a stochastic encoder, i.e, when the
encoder can privately randomize while the decoder is deterministic. We provide
upper and lower bounds on this rate distortion function.
