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基于对等结点指针表优化的Chord算法改进
引用本文:张姗姗,成卫青,豆仁福.基于对等结点指针表优化的Chord算法改进[J].微机发展,2012(8):43-47,52.
作者姓名:张姗姗  成卫青  豆仁福
作者单位:[1]南京邮电大学计算机学院,江苏南京210003 [2]95856部队,江苏南京210028
基金项目:国家自然科学基金资助项目(61170322,71171117);软件开发环境国家重点实验室开放课题(SKLSDE-2011KF-0X);江苏省自然科学基金资助项目(BK2010524)
摘    要:对等网络需要解决的一个关键性问题是如何有效地查找存储所需资源的结点。文中在研究分布式查找算法Chord的基础上,介绍了分布式哈希表(DHT)的主要思想,阐述了资源关键字查找方式,重点分析结点指针表的特性及其表中冗余信息对查找资源的影响,进而提出了覆盖冗余信息的方法(uRFchord)改进结点指针表。URFChord方法首先要计算指针表的冗余量R(N),然后在不增大指针表存储空间的情况下,删除指针表冗余信息再添加R(N)个新的路由信息。通过性能分析及仿真实验,证实了这种改进方法的可行性和有效性,减少了平均查找路径长度,提高了查询效率。

关 键 词:P2P  分布式哈希表(DHT)  Chord  冗余度

Improvement of Chord Algorithm by Optimizing Finger Tables for Peer Nodes
ZHANG Shan-shan,CHENG Wei-qing,DOU Ren-fu.Improvement of Chord Algorithm by Optimizing Finger Tables for Peer Nodes[J].Microcomputer Development,2012(8):43-47,52.
Authors:ZHANG Shan-shan  CHENG Wei-qing  DOU Ren-fu
Affiliation:1. School of Computer Sci. & Tech. , Nanjing Univ. of Posts and Telecom. , Nanjing 210003, China; 2. PLA 95856, Nanjing 210028, China )
Abstract:A key issue existed in P2P network is how to effectively find the storage node of the resources required. Upon the research on distributed lookup algorithm Chord,it introduces the main idea of distributed hash table ( DHT), and elaborates the way of resource key- word search with focus on the analysis of the characteristics of node finger table and the influence of redundant information on the re- source search. And then a redundant information coverage method (URFChord) is proposed to improve the finger table at each node. This method requires each node to calculate the redundancy of its finger table, denoted as R ( N ), delete the redundant information and add a total of R(N) new routing information into the table without increasing the storage space of the finger table. Results from perform- ante analysis and simulation experiments show that this improvement is feasible, and to some extent, it can reduce the average search path length and improve the query efficiency.
Keywords:P2P  distributed hash table ( DHT)  Chord  redundancy
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