Fast Joint Source-Channel Decoding of Convolutional Coded Markov Sequences with Monge Property

This paper addresses the problem of joint source-channel decoding of a Markov sequence which is first encoded by a source code, then encoded by a convolutional code, and sent through a noisy memoryless channel. It is shown that for Markov sources satisfying the so-called Monge property, both the Maximum A Posteriori probability (MAP) sequence decoding, as well as the soft output Max-Log-MAP decoding can be accelerated by a factor of K without compromising the optimality, where K is the size of the Markov source alphabet. The key to achieve a higher decoding speed is a convenient organization of computations at the decoder combined with a fast matrix search technique enabled by the Monge property.

Provided by: Institute of Electrical & Electronic Engineers Topic: Networking Date Added: Feb 2012 Format: PDF

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