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An Improved Maximum Neural Network with Stochastic Dynamics Characteristic for Maximum Clique Problem

机译:具有最大动力学问题的随机动力学特性的改进最大神经网络

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Through analyzing the dynamics characteristic of maximum neural network with an added vertex, we find that the solution quality is mainly determined by the added vertex weights. In order to increase maximum neural network ability, a stochastic nonlinear self-feedback and flexible annealing strategy are embedded in maximum neural network, which makes the network more powerful to escape local minima and be independent of the initial values. Simultaneously, we present that solving ability of maximum neural network is dependence on problem. We introduce a new parameter into our network to improve the solving ability. The simulation in k random graph and some DIMACS clique instances in the second DIMACS challenge shows that our improved network is superior to other algorithms in light of the solution quality and CPU time.
机译:通过分析具有增加的顶点的最大神经网络的动力学特性,我们发现求解质量主要由增加的顶点权重决定。为了增加最大神经网络的能力,在最大神经网络中嵌入了随机非线性自反馈和灵活的退火策略,这使得网络更强大地逃避了局部最小值,并且与初始值无关。同时,我们提出最大神经网络的求解能力取决于问题。我们将新参数引入网络以提高求解能力。在第二个DIMACS挑战中,在k个随机图和一些DIMACS集团实例中进行的仿真表明,从解决方案质量和CPU时间来看,我们改进的网络优于其他算法。

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