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清华大学殷柳国教授来中北大学信息与通信工程学院作“Generalized Sparse Codes for Non-Gaussian Channels: Code Design,Algorithms, and Applications”专题报告（图）
清华大学 殷柳国 中北大学信息与通信工程学院 广义随机编码 抗干扰 通信编码
2022/11/24
2022年6月17日下午，国家级人才称号获得者，清华大学殷柳国教授来中北大学信息与通信工程学院作“Generalized Sparse Codes for Non-Gaussian Channels: Code Design,Algorithms, and Applications”专题报告。本次专题报告是南邮80周年校庆之际通信与信息工程学院举办的第10次“通院学术大讲堂”校庆系列报告会。本次报...
VECTOR AND RASTER DATA STORAGE BASED ON MORTON CODE
Vector and raster Integration Morton code Data storage Georaster
2018/5/17
Even though geomatique is so developed nowadays, the integration of spatial data in vector and raster formats is still a very tricky problem in geographic information system environment. And there is ...
美国时间2016年11月17日，国际无线标准化机构3GPP的RAN1（无线物理层）87次会议在美国拉斯维加斯召开，就5G短码方案进行讨论。中国华为公司领衔提出的PolarCode（极化码）方案，最终战胜美国团队和法国团队，成为5G控制信道eMBB场景编码最终方案。
Automatic code generation for real-time convex optimization
Convex optimization embedded systems signal processing automatic control data
2015/8/7
This chapter concerns the use of convex optimization in real-time embedded systems, in areas such as signal processing, automatic control, real-time estimation, real-time resource allocation and decis...
Autonomous Structural Condition Monitoring based on Dynamic Code Migration and Cooperative Information Processing in Wireless Sensor Networks
Autonomous Structural Condition Monitoring Dynamic Code Migration Cooperative Information Processing Wireless Sensor Networks
2015/6/30
Wireless sensor networks have emerged in recent years as a viable alternative substituting conventional, tethered systems for structural health monitoring. Because of the limited internal resources of...
Code Generation Scheme and Property Analysis of Broadcast Galileo L1 and E6 Signals
Code Generation Scheme Broadcast Galileo L1 E6 Signals
2015/6/25
In this paper, we decode the PRN codes of the L1 and E6 signals broadcast by the Galileo GIOVE-A test satellite.We apply the 45.7 m Stanford SRI Dish and the 1.8m dish of the Stanford GNSS Monitor Sys...
Decoding the Ternary (23, 11, 9) Quadratic Residue Code
Decoding Ternary (23, 11, 9) Quadratic Residue Code
2009/9/4
The algebraic decoding of binary quadratic residue codes can be performed using the Peterson or the Berlekamp-Massey algorithm once certain unknown syndromes are determined or eliminated. The techniqu...
Optimal Power Allocation for the Proposed Asymmetric Turbo Code for 3G Systems
Asymmetric turbo code Generator polynomial Interleaver
2010/2/2
We proposed a new class of asymmetric turbo
encoder for 3G systems that performs well in both “water fall” and
“error floor” regions in [7]. In this paper, a modified (optimal) power
allocation sch...