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Full Diversity Reception Based on Dempster-Shafer Theory for Network Coding with Multiple-Antennas Relay 被引量:1
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作者 SUN Yanhua YANG Yi +1 位作者 LI Yonghua ZHANG Yanhua 《China Communications》 SCIE CSCD 2015年第10期76-90,共15页
In this paper,a two-way relay system which achieves bi-directional communication via a multiple-antenna relay in two time slots is studied.In the multiple access(MA) phase,the novel receive schemes based on Dempster-S... In this paper,a two-way relay system which achieves bi-directional communication via a multiple-antenna relay in two time slots is studied.In the multiple access(MA) phase,the novel receive schemes based on Dempster-Shafer(D-S) evidence theory are proposed at the relay node.Instead of traditional linear detection,the first proposed MIMO-DS NC scheme adopts D-S evidence theory to detect the signals of each source node before mapping them into network-coded signal.Moreover,different from traditional physical-layer network coding(PNC) based on virtual MIMO model,the further proposed MIMO-DS PNC comes from the vector space perspective and combines PNC mapping with D-S theory to obtain network-coded signal without estimating each source node signal.D-S theory can appropriately characterize uncertainty and make full use of multiple evidence source information by Dempster's combination rule to obtain reliable decisions.In the broadcast(BC) phase,the space-time coding(STC) and antenna selection(AS) schemes are adopted to achieve transmit diversity.Simulation results reveal that the STC and AS schemes both achieve full transmit diversity in the BC phase and the proposed MIMO-DS NC/PNC schemes obtain better end-to-end BER performance and throughputs compared with traditional schemes with a little complexity increasing and no matter which scheme is adopted in the BC phase,MIMO-DS PNC always achieves full end-to-end diversity gain as MIMO-ML NC but with a lower complexity and its throughput approaches the throughput of MIMO-ML NC in high SNR regime. 展开更多
关键词 network coding MIMO-dS NC/PNC dempster-Shafer evidence theory twoway multiple antennas relay system
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在有限集[n]上(p,d,r)-码的新构作 被引量:1
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作者 郭献崇 杨彦青 赵燕冰 《数学的实践与认识》 北大核心 2020年第3期316-320,共5页
一个(p,d,r)-码在计算机、通讯领域有着极为广泛的应用,它也是一类二元叠加码.在有限集[n]上,利用子集之间的相交关系构作了一个(0,1)-矩阵,证明了这个(0,1)-矩阵是一个(p,d,r)-码,并给出了(p,d,r)-码的汉明距离.
关键词 (p d r)- 有限集 相交关系 布尔和 汉明距离
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二元(p,r,d)-码的构作及其应用
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作者 吴秀才 程慧燕 《数学的实践与认识》 北大核心 2016年第21期292-296,共5页
令n是一个正整数,[n]={1,2,…,n}.利用集合[叫上的s-子集族((ns))构作了二元(p,r,d)-叠加码,研究了它的容错和析取性质并介绍了它在非适应性群测(Nonadaptive Group Testing)方面的应用.
关键词 二元(p r d)- (d r)-析取矩阵 (d r k)-析取矩阵 (d r z]-析取矩阵
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一类二元叠加码的构作及其d界
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作者 王少彧 于娜 邓超公 《数学的实践与认识》 CSCD 北大核心 2014年第17期312-315,共4页
首先介绍了一种具有参数d,r的二元叠加(d,n,r)-码及偶特征正交空间上子空间的一些包含性质,然后利用这些性质及相关知识构作了二元叠加(d,n,r)-码并给出了其参数d的界.
关键词 二元叠加(d n r)- 偶特征正交空间
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