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Performance Comparison of LDPC Block and Spatially Coupled Codes over GF(q)

机译:LDpC块和空间耦合码的性能比较   GF(Q)

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摘要

In this paper, we compare the finite-length performance of protograph-basedspatially coupled low-density parity-check (SC-LDPC) codes and LDPC block codes(LDPC-BCs) over GF(q). In order to reduce computational complexity and latency,a sliding window decoder with a stopping rule based on a soft bit-error-rate(BER) estimate is used for the q-ary SC-LDPC codes. Two regimes are considered:one when the constraint length of q-ary SC-LDPC codes is equal to the blocklength of q-ary LDPC-BCs and the other when the two decoding latencies areequal. Simulation results confirm that, in both regimes, (3,6)-, (3,9)-, and(3,12)-regular non-binary SC-LDPC codes can significantly outperform bothbinary and non-binary LDPC-BCs and binary SC-LDPC codes. Finally, we present acomputational complexity comparison of q-ary SC-LDPC codes and q-ary LDPC-BCsunder equal decoding latency and equal decoding performance assumptions.
机译:在本文中,我们比较了基于原型的空间耦合低密度奇偶校验(SC-LDPC)码和LDPC分组码(LDPC-BCs)在GF(q)上的有限长度性能。为了减少计算复杂度和等待时间,将具有基于软误码率(BER)估计的停止规则的滑动窗口解码器用于q元SC-LDPC码。考虑两种方式:一种在q元SC-LDPC码的约束长度等于q元LDPC-BC的块长时,另一种在两个解码延迟相等时。仿真结果证实,在两种情况下,(3,6)-,(3,9)-和(3,12)-常规非二进制SC-LDPC码都可以显着优于二进制和非二进制LDPC-BC。二进制SC-LDPC码。最后,我们提出了在相等解码延迟和相等解码性能假设下,q元SC-LDPC码和q元LDPC-BCs的计算复杂度比较。

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