Abstract

Joint Encoding and Decoding Optimization of LT Codes over Noise Channels

Highlights

  • Fountain codes known as rateless codes, which were originally designed for reliable transmission over the binary erasure channel, exhibit excellent performance over time-varying channels

  • We present simulations of bit error rate (BER) and frame error rate (FER) performance of the proposed Regularized Variable-Node (RVN) Luby Transform (LT) Codes with Cyclic Redundancy Check (CRC)-BF scheme in comparison with conventional LT Codes and RVN LT Codes with classical Belief Propagation (BP) decoder

  • The complexity overhead of the proposed scheme compared with conventional LT Codes is mainly due to CRC-BF scheme in decoding process

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Summary

Introduction

Fountain codes known as rateless codes, which were originally designed for reliable transmission over the binary erasure channel, exhibit excellent performance over time-varying channels. Improving the decoding performance of LT Codes and lowering its error floor are of great importance for the application of fountain codes in practice. In addition to the degree distribution and the random encoding method, the belief production (BP) algorithm is the major reason for the poor decoding performance of LT Codes in noise channels. Most attention has just been paid to the optimization of degree distribution and encoding method for lowering error floor of LT Codes in noise channels. When the CRC detection fails, by some post-processing according to the characteristics of the encoding structure and decoding algorithm, the performance of channel decoding could be further improved. We propose a joint encoding and decoding optimization scheme, which combines the RVN encoding and CRC-aided BP decoding to lower the error floor of LT Codes.

Conventional Encoding Algorithm
Conventional BP Decoding Algorithm
RVN Encoding
The Lower Bound Analysis
Post Processing of BP Decoder of LT Resting on CRC Detector
The Error Pattern Analysis of BP Decoder in Error Floor Region
The Error Bit Characteristics Analysis
CRC Aided Bit Flip of BP Residual Error Bits
Numerical Results
Performance Comparation
Conclusion
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