In this contribution, we provide an overview of the novel class of channel codes referred to as turbo codes, which have been shown to be capable of performing close to the Shannon Limit. We commence with a brief discussion on turbo encoding, and then move on to describing the form of the iterative decoder most commonly used to decode turbo codes. We then elaborate on various decoding algorithms that can be used in an iterative decoder, and give an example of the operation of such a decoder using the so-called Soft Output Viterbi Algorithm (SOVA). Lastly, the effect of a range of system parameters is investigated in a systematic fashion, in order to gauge their performance ramifications
Since the invention of turbo codes in 1993 and the rediscovery of Gallager’s LDPC codes in 1999, Sha...
In this contribution we derive the super-trellis structure of turbo codes. We show that this structu...
International audienceTurbo codes are error-correcting codes with performance close to the Shannon t...
In the first part of this paper, several basic ideas that prompted the coming of turbo codes are com...
ABSTRACT ?%e goal of this paper is to describe the main ideas behind the new class of codes called t...
The introduction of turbo codes in 1993 provided a code structure that could approach Shannon limit ...
We present a turbo decoder that is based on a low complexity soft output Viterbi algorithm (SOVA) in...
Turbo codes can deliver performance that is very close to the Shannon limit. This report investigate...
In this article, we present two versions of a simplifled maximum a posteriori decoding algorithm. Th...
e iterative soft output Viterbi algorithm (SOVA) is a sub-optimum algorithm when it is used to deco...
84 p.Turbo codes have attracted a great deal of interest around the world since their discovery in 1...
e iterative soft output Viterbi algorithm (SOVA) is a sub-optimum algorithm when it is used to decod...
The iterative nature of turbo-decoding algorithms increases their complexity compare to conventional...
A large number of papers have been published attempting to give some analytical basis for the perfor...
Turbo codes play an important role in making communications systems more efficient and reliable. Thi...
Since the invention of turbo codes in 1993 and the rediscovery of Gallager’s LDPC codes in 1999, Sha...
In this contribution we derive the super-trellis structure of turbo codes. We show that this structu...
International audienceTurbo codes are error-correcting codes with performance close to the Shannon t...
In the first part of this paper, several basic ideas that prompted the coming of turbo codes are com...
ABSTRACT ?%e goal of this paper is to describe the main ideas behind the new class of codes called t...
The introduction of turbo codes in 1993 provided a code structure that could approach Shannon limit ...
We present a turbo decoder that is based on a low complexity soft output Viterbi algorithm (SOVA) in...
Turbo codes can deliver performance that is very close to the Shannon limit. This report investigate...
In this article, we present two versions of a simplifled maximum a posteriori decoding algorithm. Th...
e iterative soft output Viterbi algorithm (SOVA) is a sub-optimum algorithm when it is used to deco...
84 p.Turbo codes have attracted a great deal of interest around the world since their discovery in 1...
e iterative soft output Viterbi algorithm (SOVA) is a sub-optimum algorithm when it is used to decod...
The iterative nature of turbo-decoding algorithms increases their complexity compare to conventional...
A large number of papers have been published attempting to give some analytical basis for the perfor...
Turbo codes play an important role in making communications systems more efficient and reliable. Thi...
Since the invention of turbo codes in 1993 and the rediscovery of Gallager’s LDPC codes in 1999, Sha...
In this contribution we derive the super-trellis structure of turbo codes. We show that this structu...
International audienceTurbo codes are error-correcting codes with performance close to the Shannon t...