[1]杨俊波,徐平,龚向东,等.全混洗互联网络中RPS,LPS和IPS的矩阵处理[J].深圳大学学报理工版,2005,22(3):207-212.
 YANG Jun-bo,XU Ping,GONG Xiang-dong,et al.The matrix method of RPS, LPS and IPS in the perfect shuffle interconnect networks[J].Journal of Shenzhen University Science and Engineering,2005,22(3):207-212.
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全混洗互联网络中RPS,LPS和IPS的矩阵处理()
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《深圳大学学报理工版》[ISSN:1000-2618/CN:44-1401/N]

卷:
第22卷
期数:
2005年3期
页码:
207-212
栏目:
光电与信息工程
出版日期:
2005-07-30

文章信息/Info

Title:
The matrix method of RPS, LPS and IPS in the perfect shuffle interconnect networks
文章编号:
1000-2618(2005)03-0207-06
作者:
杨俊波12徐平1龚向东1黄海漩1鄢泽林1张卫平2
1)深圳大学工程技术学院,深圳 5180601
2)广西大学物理系,南宁 530004
Author(s):
YANG Jun-bo 12XU Ping1 GONG Xiang-dong1 HUANG Hai-xuan1 YAN Ze-lin1ZHANG Wei-ping2
1)College of Engineering and Technology Shenzhen University Shenzhen 518060 P. R.China
2)Department of Physics Guangxi University Nannin 530004 P. R.China
关键词:
左混洗右混洗逆混洗光互连光计算
Keywords:
Left perfect shuffle right perfect shuffle inverse perfect shuffle optical interconnect opticalcalcu-lation
分类号:
TN 91
文献标志码:
A
摘要:
讨论全混洗光互连网络中左混洗(LPS)、右混洗(RPS)的数学定义与矩阵处理,针对全混洗中关于左逆混洗和右逆混洗现有文献讨论的不足,提出左逆混洗和右逆混洗的数学定义与矩阵描述,讨论各种全混洗之间相互转化和变换关系,完善了全混洗的理论分析,为模拟或验证全混洗网络实验结果提供了理论依据.
Abstract:
The mathematical definition and matrices of the left perfect shuffle(LPS) and Right perfect shuffle(RPS) in the perfect shuffle(PS) optical interconnected network are presented. A modern definition and matrix deseription of the left inverse perfect shuffle(LIPS) and the right inverse perfect shuffle(RIPS) are provided. The conversions and transformations of each PS are discussed, as part of a complete theoretical analysis of the PS. This provide a theoretical foundation for simulation, inspection, and experimental research using PS networks.
更新日期/Last Update: 2015-10-16