
We compare LDPC block and LDPC convolutional codes with respect to their decoding performance under low decoding latencies. Protograph based regular LDPC codes are considered with rather small lifting factors. LDPC block and convolutional codes are decoded using belief propagation. For LDPC convolutional codes, a sliding window decoder with different window sizes is applied to continuously decode the input symbols. We show the required E b /N 0 to achieve a bit error rate of 10−5 for the LDPC block and LDPC convolutional codes for the decoding latency of up to approximately 550 information bits. It has been observed that LDPC convolutional codes perform better than the block codes from which they are derived even at low latency. We demonstrate the trade off between complexity and performance in terms of lifting factor and window size for a fixed value of latency. Furthermore, the two codes are also compared in terms of their complexity as a function of E b /N 0 . Convolutional codes with Viterbi decoding are also compared with the two above mentioned codes.
ddc:620, Bit error rate, Block codes, Complexity theory, Convolutional codes, Decoding, Iterative decoding, Collaborative Research Centre 912, Highly Adaptive Energy-efficient computing, LDPC codes, Bitfehlerrate, Block-Codes, Komplexitätstheorie, Faltungscodes, Decodierung, Iterative Decodierung, Sonderforschungsbereich 912, Highly Adaptive Energy-efficient computing, Hochadaptive Energieeffiziente Systeme, HAEC, Electrical Engineering, Electronic Engineering, Information Engineering, ddc:621.3, info:eu-repo/classification/ddc/621.3, LDPC convolutional codes, info:eu-repo/classification/ddc/620, spatial coupling
ddc:620, Bit error rate, Block codes, Complexity theory, Convolutional codes, Decoding, Iterative decoding, Collaborative Research Centre 912, Highly Adaptive Energy-efficient computing, LDPC codes, Bitfehlerrate, Block-Codes, Komplexitätstheorie, Faltungscodes, Decodierung, Iterative Decodierung, Sonderforschungsbereich 912, Highly Adaptive Energy-efficient computing, Hochadaptive Energieeffiziente Systeme, HAEC, Electrical Engineering, Electronic Engineering, Information Engineering, ddc:621.3, info:eu-repo/classification/ddc/621.3, LDPC convolutional codes, info:eu-repo/classification/ddc/620, spatial coupling
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