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一类基于经典卷积码的量子稳定子码 被引量:1
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作者 邢莉娟 李卓 王新梅 《西安电子科技大学学报》 EI CAS CSCD 北大核心 2008年第2期277-281,共5页
提出了一类新的量子稳定子码的构造方法.寻找量子稳定子码的问题可以转化为寻找GF(4)上迹内积自正交的经典码问题.根据这一关系,首先证明了GF(4)上经典卷积码迹内积自正交的充要条件,然后寻找满足该条件的经典卷积码,再将找到的经典卷... 提出了一类新的量子稳定子码的构造方法.寻找量子稳定子码的问题可以转化为寻找GF(4)上迹内积自正交的经典码问题.根据这一关系,首先证明了GF(4)上经典卷积码迹内积自正交的充要条件,然后寻找满足该条件的经典卷积码,再将找到的经典卷积码通过"咬尾"变换得到具有简单分组结构的tail-biting码,证明了该类tail-biting码是迹内积自正交的,从而构造出对应的量子稳定子码.该类码构造方法简单,码距接近理论上限. 展开更多
关键词 量子稳定子码 经典卷积码 tail-biting 迹内积 自正交
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High Performance Viterbi Decoder on Cell/B.E. 被引量:2
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作者 Lai Junjie Tang Jun +1 位作者 Peng Yingning Chen Jianwen 《China Communications》 SCIE CSCD 2009年第2期150-156,共7页
Viterbi decoding is widely used in many radio systems. Because of the large computation complexity, it is usually implemented with ASIC chips, FPGA chips, or optimized hardware accelerators. With the rapid development... Viterbi decoding is widely used in many radio systems. Because of the large computation complexity, it is usually implemented with ASIC chips, FPGA chips, or optimized hardware accelerators. With the rapid development of the multicore technology, multicore platforms become a reasonable choice for software radio (SR) systems. The Cell Broadband Engine processor is a state-of-art multi-core processor designed by Sony, Toshiba, and IBM. In this paper, we present a 64-state soft input Viterbi decoder for WiMAX SR Baseband system based on the Cell processor. With one Synergistic Processor Element (SPE) of a Cell Processor running at 3.2GHz, our Viterbi decoder can achieve the throughput up to 30Mb/s to decode the tail-biting convolutional code. The performance demonstrates that the proposed Viterbi decoding implementation is very efficient. Moreover, the Viterbi decoder can be easily integrated to the SR system and can provide a highly integrated SR solution. The optimization methodology in this module design can be extended to other modules on Cell platform. 展开更多
关键词 viterbi decoding WIMAX tail-biting CELL MULTI-CORE
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Improved encoding structure and decoding algorithms for spinal codes
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作者 HUANG Wensha WANG Lina 《Journal of Systems Engineering and Electronics》 SCIE EI CSCD 2022年第4期856-866,共11页
To improve the error correction performance, an innovative encoding structure with tail-biting for spinal codes is designed. Furthermore, an adaptive forward stack decoding(A-FSD) algorithm with lower complexity for s... To improve the error correction performance, an innovative encoding structure with tail-biting for spinal codes is designed. Furthermore, an adaptive forward stack decoding(A-FSD) algorithm with lower complexity for spinal codes is proposed. In the A-FSD algorithm, a flexible threshold parameter is set by a variable channel state to narrow the scale of nodes accessed. On this basis, a new decoding method of AFSD with early termination(AFSD-ET) is further proposed. The AFSD-ET decoder not only has the ability of dynamically modifying the number of stored nodes, but also adopts the early termination criterion to curtail complexity. The complexity and related parameters are verified through a series of simulations. The simulation results show that the proposed spinal codes with tail-biting and the AFSD-ET decoding algorithms can reduce the complexity and improve the decoding rate without sacrificing correct decoding performance. 展开更多
关键词 spinal code tail-biting encoding lower decoding complexity early termination strategy
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The generalization of some trellis properties of linear codes to group codes
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作者 KAN HaiBin LI XueFei SHEN Hong 《Science in China(Series F)》 2009年第5期797-803,共7页
In this paper, we discuss some trellis properties for codes over a finite Abelian group, which are the generalization of the corresponding trellis properties for linear codes over a field. Also, we also investigate di... In this paper, we discuss some trellis properties for codes over a finite Abelian group, which are the generalization of the corresponding trellis properties for linear codes over a field. Also, we also investigate difficulties when we try to generalize a property of a tail-biting trellis for a linear code over a field to a group code. 展开更多
关键词 atomic spans trellises tail-biting trellises minimal span form biproper p-bases
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