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Scalability issues for distributed explicit rate allocation in ATM networks

机译:ATM网络中分布式显式速率分配的可扩展性问题

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One of the challenges for rate based congestion management for computer communication networks is that of scalability. This is true especially in the context of ATM, when reducing the amount of state maintained and the computation performed can have significant advantages in making switches fast as well as low-cost. We explore ways of achieving better scalability of explicit rate algorithms for maxmin fair rate allocation in the presence of a large number of flows/virtual connections. We seek ways to reduce the complexity in both the amount of state that individual switches have to maintain, and the computation performed, by introducing the idea of discrete source rates. We develop algorithms with O(k) complexity of the calculation of fair allocation at the switch, where k is the number of distinct rates. We reduce the amount of state information to one bit per flow without performance degradation. We suggest a further approximation requiring only O(k) state information which performs quite well in our simulations, although it is shown to be vulnerable to certain conditions which may lead to somewhat lower link utilization.
机译:基于速率的计算机通信网络拥塞管理的挑战之一是可扩展性的挑战。这尤其是在ATM的上下文中,当减少维护的状态量并且所执行的计算可以具有显着的优势在使开关以及低成本中具有显着的优势。我们探讨在存在大量流/虚拟连接的情况下实现最大速率算法的最佳速率算法的更好可扩展性。我们通过引入离散源速率的思想,寻求减少各个交换机的状态的复杂性的方法,并通过离散源速率的思想来执行。我们开发具有O(k)复杂性的算法的交换机的公平分配的复杂性,其中k是不同速率的数量。我们将状态信息的数量减少到每次流量的一位,而不会进行性能下降。我们建议一个进一步的近似,只需要在我们的模拟中表现得很好的O(k)状态信息,尽管它被证明可以易受某些可能导致的链接利用率的条件。

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