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具有差异化服务的混合对等网络性能分析
引用本文:张长振,马占友,刘琳,陈利.具有差异化服务的混合对等网络性能分析[J].系统工程与电子技术,2023,45(1):271-278.
作者姓名:张长振  马占友  刘琳  陈利
作者单位:1. 燕山大学理学院, 河北 秦皇岛 0660042. 燕山大学里仁学院, 河北 秦皇岛 066004
基金项目:国家自然科学基金(61973261);国家自然科学基金(61872311);河北省自然科学基金(A2020203010);河北省自然科学基金(A2018203088)
摘    要:为了应对对等网络中的“搭便车”行为, 提出一个惩罚策略, 即对“搭便车”行为的请求节点和资源共享的请求节点提供差异化服务, 减少“搭便车”行为的请求节点的个人收益。使用带有两类服务台、负顾客的多重工作休假M/M/c+d排队模型对混合对等网络进行建模, 利用矩阵几何解的方法, 得到了系统的稳态分布。通过数值实验定量刻画了参数变化对系统性能的影响, 对比了请求节点的个人平均收益。实验结果显示, 无论在哪一个休假参数水平下, Ⅰ类请求节点的个人平均收益相比于Ⅱ类请求节点的个人平均收益至少高出20%。

关 键 词:混合对等网络  搭便车  排队模型  矩阵几何解  
收稿时间:2021-03-30

Performance analysis of hybrid peer-to-peer networks with differentiated services
Changzhen ZHANG,Zhanyou MA,Lin LIU,Li CHEN.Performance analysis of hybrid peer-to-peer networks with differentiated services[J].System Engineering and Electronics,2023,45(1):271-278.
Authors:Changzhen ZHANG  Zhanyou MA  Lin LIU  Li CHEN
Institution:1. School of Science, Yanshan University, Qinhuangdao 066004, China2. LiRen College, Yanshan University, Qinhuangdao 066004, China
Abstract:A penalty strategy is proposed to deal with "free riding" behavior in peer-to-peer networks by providing differentiated services to requesting nodes for "free riding" behavior and requesting nodes for resource sharing to reduce the personal gain of requesting nodes for "free riding" behavior. We model the hybrid peer-to-peer networks using a multiple working vacation M/M/c+d queue model with two types of servers and negative customers. The stationary distribution of the system is obtained by using the method of matrix-geometric solution. Numerical experiments are conducted to quantitatively portray the impact of parameter variations on system performance and to compare the average individual revenue of requesting nodes. The experimental results show that the average individual revenue of type I requesting nodes is at least 20% higher compared to the average individual revenue of type II requesting nodes, regardless of the vacation parameter level.
Keywords:hybrid peer-to-peer network  free riding  queue model  matrix-geometric solution  
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