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Majority Logic Decoding Under Data-Dependent Logic Gate Failures

机译:数据相关逻辑门故障下的多数逻辑解码

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摘要

A majority logic decoder made of unreliable logic gates, whose failures are transient and data-dependent, is analyzed. Based on a combinatorial representation of fault configurations a closed-form expression for the average bit error rate for a one-step majority logic decoder is derived, for a regular low-density parity-check (LDPC) code ensemble and the proposed failure model. The presented analysis framework is then used to establish bounds on the one-step majority logic decoder performance under the simplified probabilistic gate-output switching model. Based on the expander property of Tanner graphs of LDPC codes, it is proven that a version of the faulty parallel bit-flipping decoder can correct a fixed fraction of channel errors in the presence of data-dependent gate failures. The results are illustrated with numerical examples of finite geometry codes.
机译:分析了由不可靠逻辑门构成的多数逻辑解码器,其故障是瞬态的并且与数据有关。基于故障配置的组合表示,针对常规低密度奇偶校验(LDPC)代码集合和所提出的故障模型,得出了单步多数逻辑解码器的平均误码率的闭式表达式。然后,在简化的概率门输出切换模型下,使用提出的分析框架建立单步多数逻辑解码器性能的界限。基于LDPC码的Tanner图的扩展特性,证明了一种错误的并行位翻转解码器版本可以在存在依赖于数据的门故障的情况下纠正固定比例的通道错误。结果用有限几何代码的数字示例说明。

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