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Fault-tolerant and deadlock-free routing in 2-D meshes using rectilinear-monotone polygonal fault blocks

机译:使用直线单调多边形故障块的二维网格中的容错和无死锁路由

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We propose a deterministic fault-tolerant and deadlock-free routing protocol in 2-dimensional (2-D) meshes based on Wu's fault-tolerant odd-even turn model and Wang's rectilinear-monotone polygonal fault block model. The fault-tolerant odd-even turn protocol, also called extended X-Y routing, was originally proposed to achieve fault-tolerant and deadlock-free routing among traditional, rectangular fault blocks. It uses no virtual channels. The number of faults to be tolerated is unbounded as long as nodes outside fault blocks are connected in the mesh network. The recently proposed rectilinear-monotone polygonal fault blocks (also called minimal-connected-components or MCCs) are of the polygonal shapes, and are a refinement of rectangular fault blocks. The formation of MCCs depends on the relative locations of source and destination, and MCCs include far fewer healthy nodes in resultant fault blocks. In this paper, we show that with a simple modification, the extended X-Y routing can also be applied to 2-D meshes using extended MCCs.
机译:我们基于Wu的容错奇偶转弯模型和Wang的直线-单调多边形故障块模型,提出了二维(2-D)网格中的确定性容错和无死锁路由协议。最初提出了容错奇偶转规协议,也称为扩展X-Y路由,以在传统的矩形故障块之间实现容错和无死锁的路由。它不使用虚拟频道。只要在网状网络中连接了故障块外部的节点,就可以容忍的故障数量是无限的。最近提出的直线单调多边形断层块(也称为最小连通分量或MCC)具有多边形形状,是矩形断层块的一种改进。 MCC的形成取决于源和目的地的相对位置,并且MCC在结果故障块中包含的健康节点少得多。在本文中,我们表明,通过简单的修改,扩展的X-Y路由也可以使用扩展的MCC应用于二维网格。

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