Low-density parity-check matrices for coding of correlated sources
Linear codes for a coding problem of correlated sources are considered. It is proved that we can construct codes by using low-density parity-check (LDPC) matrices with maximum-likelihood (or typical set) decoding. As applications of the above coding problem, a construction of codes is presented for multiple-access channel with correlated additive noises and a coding theorem of parity-check codes for general channels is proved.
linear codes multiple-access channel with correlated additive noise low-density parity-check (ldpc) matrix multiterminal source coding multiterminal channel coding slepian-wolf source coding