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Optimal Placement of NAK-Suppressing Agents for Reliable Multicast: A Partial Deployment Case

机译:可靠多播的Nak抑制剂的最佳位置:部分部署案例

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In reliable multicast, receivers use negative acknowledgments (NAKs) to inform the sender about their packet loss. The growth in the number of NAK messages received by the sender results in the well-known feedback (or NAK) implosion problem. Therefore, one important issue for reliable multicast protocols is to utilize an effective mechanism to collect NAK messages from the receivers. One way to avoid feedback implosion at the sender site is to place NAK-suppression agents on the internal nodes (routers) of the network. These agents will forward a single copy of the incoming NAK messages toward the sender site and will suppress additional redundant copies coming from the receivers. In this paper, we consider an agent placement (activation) problem for reliable multicast. First, we assume a network environment where a number of internal nodes (routers) have NAK-suppression capabilities. Then, we try to select a subset of these nodes for NAK suppression task for a given reliable multicast application. Our main selection criteria is to choose a minimum number of such nodes for the task and have a notion of load-balancing among them. In this context, we study two agent activation problems: the Load-Balanced Agent Activation Problem (LBAAP) and the Budgeted Agent Activation Problem (BAAP) and present efficient algorithms for optimal activation of agents. The problems that we consider in this paper are generalized versions of the respective problems introduced by Daescu et al. [3].
机译:在可靠的多播中,接收器使用否定致密(NAK)来通知发件人其数据包丢失。发件人收到的NAK消息数量的增长导致众所周知的反馈(或NAK)灌注问题。因此,可靠的多播协议的一个重要问题是利用有效机制来收集来自接收器的NAK消息。避免发送方站点的反馈内爆的一种方法是在网络的内部节点(路由器)上放置Nak-Sumpression Agents。这些代理将向发件人站点转发一个传入的NAK消息的副本,并抑制来自接收器的额外冗余副本。在本文中,我们考虑可靠多播的代理放置(激活)问题。首先,我们假设一个网络环境,其中许多内部节点(路由器)具有Nak抑制功能。然后,我们尝试为给定可靠的多播应用程序选择用于NAK抑制任务的这些节点的子集。我们的主要选择标准是为任务选择最少数量的此类节点,并在其中包含负载平衡的概念。在这种情况下,我们研究了两个代理激活问题:负载平衡的代理激活问题(LBAAP)和预算代理激活问题(BAAP),并提供有效算法以获得最佳激活。我们在本文中考虑的问题是Daescu等人引入的各个问题的概括版本。 [3]。

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