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Gradient Descent Optimization for Routing in Multistage Interconnection Networks

机译:多级互连网络中路由的梯度下降优化

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The design and development of interconnection networks is a critical issue in the field of communication switches, routers and multiprocessors. Here we consider the problem of routing in multistage interconnection networks (MIN). In our previously reported research we proposed a method to find the best path in a graph. In this paper, we use our algorithm which is based on neural network for routing in MINs. In this algorithm, we define a suitable energy function; the minimum of this function correspond to a valid route. By using gradient descent method, the energy is minimized at the convergence of neural network. Simulation results show that this method finds a valid path between source and destination and because neurons act in parallel, the performance is comparable with other approaches.
机译:互连网络的设计和开发是通信交换机,路由器和多处理器领域中的关键问题。在这里,我们考虑多级互连网络(MIN)中的路由问题。在我们先前报道的研究中,我们提出了一种在图中找到最佳路径的方法。在本文中,我们使用基于神经网络的算法在MIN中进行路由。在该算法中,我们定义了一个合适的能量函数;此功能的最小值对应于有效路径。通过使用梯度下降法,能量在神经网络的收敛处被最小化。仿真结果表明,该方法可以找到源与目的地之间的有效路径,并且由于神经元是并行运行的,因此其性能可与其他方法媲美。

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