Optimized codes for the binary coded side-information problem

In fact for punctured codes, the decoder implements the MAP algorithm using the trellis of the low-rate mother code, even for high coding rates.. The MAP algorithm employed with

In this paper, we present a new low-complexity sub-optimal decoding algorithm using the dual trellis, namely the dual Max-Log-MAP algorithm, suited for high coding rate

reviews NB-LDPC decoding with particular attention to the Min-Sum and the EMS algorithms. Section III is dedicated to the global decoder architecture and its scheduling. The

We formulate the strategic communication problem as a joint source-channel coding problem with decoder’s side information, in which the encoder and the decoder are endowed with

We first consider the SwP-Source and then extend the proposed algorithm to the cases of the DwP- and SP-Sources. For the SwP-Source, one needs the actual value of the parameter vector

However, since classical decoding algorithm require the knowledge of the true correlation channel, i.e., θ, we propose a practical scheme capable of dealing with the lack of

As in the persuasion game of Kamenica and Gentzkow, we consider that the encoder commits to an encoding strategy, then the decoder selects the optimal output symbol based on

Generalizing the ideas underlying the construction of U for these two rate points, we derive new rate points on the boundary of the rate region, which are below the time-sharing