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Broadcasting on large scale heterogeneous platforms under the bounded multi-port model

机译:有界多端口模型下的大规模异构平台上的广播

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We consider the problem of broadcasting a large message in a large scale distributed platform. The message must be sent from a source node, with the help of the receiving peers which may forward the message to other peers. In this context, we are interested in maximizing the throughput (i.e. the maximum streaming rate, once steady state has been reached). The platform model does not assume that the topology of the platform is known in advance: we consider an Internet-like network, with complete potential connectivity. Furthermore, the model associates to each node local properties (incoming and outgoing bandwidth), and the goal is to build an overlay which will be used to perform the broadcast operation. We model contentions using the bounded multi-port model: a processor can be involved simultaneously in several communications, provided that its incoming and outgoing bandwidths are not exceeded. For the sake of realism, it is also necessary to bound the number of simultaneous connections that can be opened at a given node (ie its outdegree). We prove that unfortunately, this additional constraint makes the problem of maximizing the overall throughput NP-Complete. On the other hand, we also propose a polynomial time algorithm to solve this problem, based on a slight resource augmentation on the outdegree of the nodes.
机译:我们考虑在大型分布式平台上广播大消息的问题。消息必须在接收对等方的帮助下从源节点发送,接收方可能会将消息转发给其他对等方。在这种情况下,我们对最大化吞吐量(即达到稳定状态后的最大流速率)感兴趣。平台模型不假定平台的拓扑结构是事先已知的:我们考虑一个具有完全潜在连接性的类似Internet的网络。此外,该模型与每个节点的本地属性(传入和传出带宽)相关联,目标是构建一个覆盖图,该覆盖图将用于执行广播操作。我们使用有界的多端口模型对竞争进行建模:只要不超过处理器的传入和传出带宽,处理器就可以同时参与多个通信。为了现实起见,还必须限制可以在给定节点上打开的同时连接的数量(即,其向外度)。我们证明,不幸的是,此附加约束导致了使总吞吐量NP-Complete最大化的问题。另一方面,我们还基于节点外部的少量资源增加,提出了多项式时间算法来解决该问题。

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