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基于二次置换多项式的滑动窗口网络编码算法
引用本文:桂 超,夏承林,孙宝林,宋 莺.基于二次置换多项式的滑动窗口网络编码算法[J].华中师范大学学报(自然科学版),2021,55(3):365-370.
作者姓名:桂 超  夏承林  孙宝林  宋 莺
作者单位:湖北经济学院信息与通信工程学院,武汉430205;湖北大学计算机与信息工程学院,武汉430062
摘    要:网络编码(NC)是对两个或多个数据分组进行组合的一种技术,能够较好地提高网络体系的数据传输.二次置换多项式(QPP)提供了良好的数据分组优化组合功能,可以提高编码效率.该文利用二次置换多项式结合滑动窗口技术,提出了一种新的网络编码算法(QPPSW-NC),该算法能够独立解码接收到的数据分组,并控制每个滑动窗口的解码复杂性,从而恢复原始数据.使用网络仿真软件NS2对QPPSW-NC算法进行了性能分析,并从网络吞吐量、编码开销、数据包传输时延、能源消耗和能源效率等参数进行性能评估.仿真结果表明,该文提出的QPPSW-NC算法能达到较好的数据吞吐量和编码效率.

关 键 词:无线网络  二次置换多项式  编码开销  解码延迟  能量消耗率
收稿时间:2021-06-16

Quadratic permutation polynomial sliding window-based network coding algorithm
GUI Chao,XIA Chenglin,SUN Baolin,SONG Ying.Quadratic permutation polynomial sliding window-based network coding algorithm[J].Journal of Central China Normal University(Natural Sciences),2021,55(3):365-370.
Authors:GUI Chao  XIA Chenglin  SUN Baolin  SONG Ying
Institution:1.School of Information and Communication Engineering, Hubei University of Economics, Wuhan 430205, China;2.School of Computer and Information Engineering, Hubei University, Wuhan 430062, China
Abstract:Network coding(NC) is a combination technology of two or more data packets, which can improve the data transmission rate of the wireless network. Quadratic permutation polynomials (QPP) provide good coding performance, and also support a particular specific conflict-free parallel access. In this paper, we propose a Sliding Window-based Quadratic Permutation Polynomial Network Coding algorithm in wireless networks (QPPSW-NC). QPPSW-NC enables to control the decoding complexity of each sliding-window independently from the packets received and recover the original data. QPPSW-NC was analyzed using NS2 , and evaluated in terms of the network throughput, encoding overhead, decoding delay, energy consumption, and energy efficiency when data packet is transmitted. The simulations result shows that the QPPSW-NC algorithm with our proposition can significantly improve the network throughput and achieves higher diversity order.
Keywords:wireless network  quadratic permutation polynomial  coding consumption  decoding delay  energy consumption efficiency  
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