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An easily decoded erasure code based on random bipartite graphs

机译:基于随机二角形图形的轻松解码的擦除代码

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In the tornado code, cascading with traditional erasure codes (mostly Reed-Solomon codes) is always used to protect the last level, which will enhance the erasure correcting performance. However, this method increases the complexity in the process of encoding and decoding. In this paper, we introduce an improved algorithm to get linear coding complexity and simplify the implementation of decoder in hardware. The simulation results demonstrate that the code with right non-regular sequences of degree distribution is as good or better than tornado code in error recovery capacity.
机译:在龙卷风代码中,汇聚传统擦除码(大多数芦苇码代码)始终用于保护最后一级,这将提高擦除纠正性能。然而,该方法增加了编码和解码过程中的复杂性。在本文中,我们介绍了一种改进的算法来获得线性编码复杂性,并简化硬件中解码器的实现。仿真结果表明,具有右非规则分布序列的代码与错误恢复容量的龙卷风代码一样好或更好。

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