An Adaptive Exponential Min Sum Decoding Algorithm

Weijiao Zhang, D. Jayakody
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引用次数: 1

Abstract

The belief propagation (BP) algorithm for low density parity check (LDPC) codes has proven to have excellent performance and is close to the Shannon limit. However, the high computational complexity is not conducive to realistic use. Although the min sum algorithm (MSA) improves the computational convenience and applicability. It also weakens its decoding capability. In order to improve the decoding performance of MSA and exploit the potential, this paper propose an adaptive exponential correction factor. This can improve the decoding performance of MSA. Adaptive exponential min sum algorithm (AEMSA) demonstrate a noticeable improvement over the normalized min sum algorithm (NMSA) and the BP algorithm in high signal to noise ratio (SNR). AEMSA is also a simple, efficient, low power consuming and highly potential decoding algorithm that can be applied in hardware implementations.
一种自适应指数最小和译码算法
低密度奇偶校验(LDPC)码的置信传播(BP)算法已被证明具有优异的性能,并且接近香农极限。然而,高计算复杂度不利于实际应用。虽然最小和算法(MSA)提高了计算的方便性和适用性。这也削弱了它的解码能力。为了提高MSA的译码性能并挖掘其潜力,本文提出了一种自适应指数校正因子。这样可以提高MSA的解码性能。在高信噪比条件下,自适应指数最小和算法(AEMSA)比归一化最小和算法(NMSA)和BP算法有明显的改进。AEMSA也是一种简单、高效、低功耗、极具潜力的译码算法,可应用于硬件实现。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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