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The Scalability of Flwo Control Algorithms for ABR service in ATM Networks

机译:ATM网络中ABR服务的流量控制算法的可扩展性

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While a number of flow control algorithms have been proposed and many simulation studies have been dome during the evolution of ATM Forum's rate based flow cntrol framework for ABR (Available Bit Rate) service in ATM networks, few of the proposed algorithms have been examined on such a large scale as today's Internet. In this paper, we study the scalability of distributed maxmin fair rate allocation (DMFRA), the flow control algorithms for ABR service with respect to convergence time. While our results are given only for the CCERI (Congestion Control with explicit Rate Allocation) algorithm, similar results can be obtained for some other DMFRA algorithms as well. We first propose a new computational model of maximin fair rate allocation by applying the theoretical results presented in [10]. Guided by this model, we obtain a new and much tighter upper bound on the convergence time of CCERI. With these results, we then try to address the scalability of the algorithm with respect to convergence time. We propose a network model to capture the characteristics of network growth and derive an upper pound on the convergence time of it in this scenario. We show that CCERI scales well as networks grow with number of links.
机译:虽然已经提出了许多流控制算法,并且在ATM论坛基于速率的ATM网络中ABR(可用比特率)服务的流控制框架的发展过程中,已经进行了许多模拟研究,但在这种算法上很少研究所提出的算法。像今天的Internet一样大规模。在本文中,我们研究了分布式最大最小公平速率分配(DMFRA)的可扩展性,以及针对收敛时间的ABR服务的流控制算法。虽然我们的结果仅针对CCERI(具有显式速率分配的拥塞控制)算法给出,但对于其他一些DMFRA算法也可以获得类似的结果。我们首先通过应用文献[10]中提出的理论结果,提出了一种新的最大化马克西姆公平汇率分配的计算模型。在此模型的指导下,我们获得了CCERI收敛时间的一个新的且更严格的上限。根据这些结果,我们然后尝试解决算法相对于收敛时间的可扩展性。我们提出了一种网络模型来捕获网络增长的特征,并在这种情况下得出收敛时间的上限。我们显示,随着网络随着链接数量的增长,CCERI可以很好地扩展。

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