期刊文献+

多重分形网络流量输入下多队列排队模型

Multi-Queuing Model Based on Inputting Multi-Fractal Network Traffic
下载PDF
导出
摘要 针对目前分形网络流量输入下排队系统研究大多没有给出解析结果,且只研究单队列排队的缺点。根据实际网络的排队性能,在无约束条件下,采用了多队列多服务台成批到达的排队方式,建立模型,推导出多重分形特性网络流量输入下单队列和多队列溢出概率的解析式。并通过真实网络流量数据描绘出溢出概率与队列缓存长度的关系,结果发现该多队列排队模型下的溢出概率的解析式能够较好地拟合真实网络流量的排队性能。 Now queuing systems based on inputting multi-fractal network traffic have no parse result and only aim at single-queuing. This paper constructs a multi-queue multi-server group-by-group queuing model on no restriction and real network queuing performance, and deduces the calculating overflow probability expression based on inputting single-fractal and multi-fractal network traffic. Then the connection between overflow probability and cache size is described by real network traffic. The result shows the flow probability expression in the model can fit real network traffic queuing performance preferably.
出处 《信息工程大学学报》 2010年第3期257-260,271,共5页 Journal of Information Engineering University
基金 国家863计划资助项目(2008AA01A323)
关键词 多队列 人工流量序列 多重分形 溢出概率 缓存 multi-queue artificial traffic sequence muhi-fractal overflow probability cache size
  • 相关文献

参考文献6

  • 1Gao J, Rubin I. Muhiplicative muhi-fractal modeling of long-range dependent traffic [ J ]. International Journal of Telecommunication Systems ,2001,14 ( 3 ) :783-801.
  • 2Norros I. On the use of fractional Brownian motion in the theory of conn-ectionless networks[ J]. IEEE Journal on Selected Areas in Communication, 1995,13 ( 6 ) : 953-962.
  • 3Norros I. A storage model with self-similar input[J]. Queuing Systems, 1994,16 (3) :387-396.
  • 4Oliver Cappe,Eric Moulines,Athine petropulu,et al. Long-range dependence and heavy-tail modeling for tele-traffic data[ J]. IEEE Signal Processing Magazine, Special issue on "Analysis and Modeling of High-Speed Data Network Traffic", May. 2002,19 (5) : 14-27.
  • 5魏进武,邬江兴,陈庶樵.网络流量的联合多重分形模型及特性分析[J].电子学报,2004,32(9):1459-1463. 被引量:9
  • 6魏进武,汪斌强,邬江兴.多重分形网络流量的单队列输入排队性能研究[J].电子学报,2006,34(4):658-663. 被引量:3

二级参考文献27

  • 1魏进武,邬江兴,陈庶樵.网络流量的联合多重分形模型及特性分析[J].电子学报,2004,32(9):1459-1463. 被引量:9
  • 2[4]J M Bardet.Statistical study of the wavelet analysis of fractal Brownian motion[J].IEEE Transactions on Information Theory,2002,48(4):991-999.
  • 3[5]C Bor-Sen,L Bore-Kuen,P Sen-Cheuh.Maximum likelihood parameter estimation of F-ARIMA processes using the genetic algorithm in the frequency domain[J].IEEE Transactions on Signal Processing,2002,50(9):2208-2220.
  • 4[6]D D Trang,M Sándor,M István.Some result on multiscale queuing analysis[A].Conf on ICT2003[C].Papeete,French Polynesia:ICT,2003.
  • 5[7]M Sheng,J Chuanyi.Modelling heterogeneous network traffic in wavelet domain[J].IEEE/ACM Transactions on Networking,2001,9(5):634-649.
  • 6[8]T Xusheng,M Sheng,J Chuanyi.A unified framework for understanding network traffic using independent wavelet models[A].IEEE INFOCOM [C].New York,USA:IEEE,2002.
  • 7[9]W E Leland,M S Taqqu,W Willinger,D V Wilson.On the self-similar nature of ethernet traffic (Extended version)[J].IEEE/ACM Transactions on Networking,1994,2(1):1-15.
  • 8[10]A C Gilbert,W Willinger,A Feldmann.Scaling analysis of conservative cascades,with applications to network traffic[J].IEEE Transactions on Information Theory,1999,45(3):971-991.
  • 9[11]Peter,Dan Zig,et al.The Internet traffic archive[DB/OL].http://ita.ee.lbl.gov.
  • 10[12]F Berlzzi,E Dalle Mese,G Pinelli.One-dimensional fractal model of the sea surface[J].IEE Proc-Radar Sonar Navig,1999,146(1):55-64.

共引文献10

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部