We propose a simple modification of the famous Bahl-Cocke-Jelinek-Raviv (BCJR) algorithm for linear block codes. The modified algorithm requires one forward and two backward recursions in the code trellis, but eliminates the need to store the whole trellis. Compared with the BCJR algorithm, the computational complexity is slightly increased, but the storage requirement is reduced
The authors introduce a new simple encoding technique which allows the design of a wide variety of l...
Several researchers have presented techniques for decoding linear block codes that convert the decod...
The MAP algorithm is a trellis-based maximum a posteriori probability decoding algorithm. It is the ...
We propose a simple optimal a posteriori probability (APP) symbol decoding algorithm for linear bloc...
This paper presents two new iterative algorithms for decoding linear codes based on their tail bitin...
An algorithm is proposed to search the desired trellis structure for block codes. It consists of a s...
[[abstract]]In this paper we present and describe an improved version of the Zero-Neighbors algorith...
Includes bibliographical references (p. 39)Linear block codes are used in modern communication and d...
We look at graphical descriptions of block codes known as trellises, which illustrate connections be...
[[abstract]]In this paper we present and describe an improved version of the Zero-Neighbors algorith...
Several researchers have presented techniques for decoding linear block codes that convert the decod...
In this paper, we present new ways of describing and constructing linear tail-biting trellises for b...
- Un problème important qui se pose lors du décodage des codes linéaires en blocs par l'algorithme F...
This thesis concentrates on studying three problems in error-correcting codes: optimal encoding, tre...
We introduce a combinatorial representation for linear block codes, called the junction tree represe...
The authors introduce a new simple encoding technique which allows the design of a wide variety of l...
Several researchers have presented techniques for decoding linear block codes that convert the decod...
The MAP algorithm is a trellis-based maximum a posteriori probability decoding algorithm. It is the ...
We propose a simple optimal a posteriori probability (APP) symbol decoding algorithm for linear bloc...
This paper presents two new iterative algorithms for decoding linear codes based on their tail bitin...
An algorithm is proposed to search the desired trellis structure for block codes. It consists of a s...
[[abstract]]In this paper we present and describe an improved version of the Zero-Neighbors algorith...
Includes bibliographical references (p. 39)Linear block codes are used in modern communication and d...
We look at graphical descriptions of block codes known as trellises, which illustrate connections be...
[[abstract]]In this paper we present and describe an improved version of the Zero-Neighbors algorith...
Several researchers have presented techniques for decoding linear block codes that convert the decod...
In this paper, we present new ways of describing and constructing linear tail-biting trellises for b...
- Un problème important qui se pose lors du décodage des codes linéaires en blocs par l'algorithme F...
This thesis concentrates on studying three problems in error-correcting codes: optimal encoding, tre...
We introduce a combinatorial representation for linear block codes, called the junction tree represe...
The authors introduce a new simple encoding technique which allows the design of a wide variety of l...
Several researchers have presented techniques for decoding linear block codes that convert the decod...
The MAP algorithm is a trellis-based maximum a posteriori probability decoding algorithm. It is the ...