Paper
2 April 2010 An efficient algorithm for encoding and decoding of raptor codes over the binary erasure channel
Ya-Hang Zhang, Bo-Wen Cheng, Guang-Nan Zou, Wei-Ping Wen, Si-Han Qing
Author Affiliations +
Proceedings Volume 7651, International Conference on Space Information Technology 2009; 765134 (2010) https://doi.org/10.1117/12.855395
Event: International Conference on Space Information Technology 2009, 2009, Beijing, China
Abstract
As the most advanced rateless fountain codes, Systematic Raptor codes has been adopted by the 3GPP standard as a forward error correction scheme in Multimedia Broadcast/Multicast Services (MBMS). It has been shown to be an efficient channel coding technique which guarantees high symbol diversity in overlay networks. The 3GPP standard outlined a time-efficient maximum-likelihood (ML) decoding scheme that can be implemented using Gaussian elimination. But when the number of encoding symbols grows large, Gaussian elimination need to deal with a large matrix with O (K3) binary arithmetic operations, so the larger K becomes, the worse ML decoding scheme performs. This paper presents a better time-efficient encoding and decoding scheme while maintaining the same symbol recoverable performance, this encoding and decoding scheme is named Rapid Raptor Code. It will be shown that the proposed Rapid Raptor code Scheme significantly improves traditional Raptor codes' efficiency while maintaining the same performance.
© (2010) COPYRIGHT Society of Photo-Optical Instrumentation Engineers (SPIE). Downloading of the abstract is permitted for personal use only.
Ya-Hang Zhang, Bo-Wen Cheng, Guang-Nan Zou, Wei-Ping Wen, and Si-Han Qing "An efficient algorithm for encoding and decoding of raptor codes over the binary erasure channel", Proc. SPIE 7651, International Conference on Space Information Technology 2009, 765134 (2 April 2010); https://doi.org/10.1117/12.855395
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KEYWORDS
Computer programming

Binary data

Forward error correction

Head

Multimedia

Aerospace engineering

Information security

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