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A GOAL-DRIVEN APPROACH FOR COMBINATORIAL OPTIMIZATION USING Q'TRON NEURAL NETWORKS

机译:基于Q'TRON神经网络的目标优化组合优化方法

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摘要

This paper gives an example (to solve the knapsack problem) to highlight the method to apply a Q'tron NN (neural network) model for combinatorial optimization. The Q'tron NN to solve the problem will be constructed as a known-energy system so that the NN will be dedicated to fulfill a particular goal-profit at any stage. The NN, as a result, will perform a goal-directed reasoning while the goal-profit is specified. Once the goal is fulfilled by the NN, we can supply another more profitable goal to the NN. In other words, the goal will be continuously refined, and, hence, the NN will report better and better solution progressively. Such a goal-refining is workable due to the Q'tron NN is intrinsically complete and local-minima free when it runs in full mode, i.e., noise injected.
机译:本文给出了一个示例(解决背包问题),重点介绍了将Q'tron NN(神经网络)模型应用于组合优化的方法。解决问题的Q'tron NN将被构建为已知能量系统,以便NN在任何阶段都将致力于实现特定的目标利润。结果,当指定目标利润时,NN将执行目标导向的推理。 NN实现目标后,我们可以向NN提供另一个更有利可图的目标。换句话说,目标将不断完善,因此,NN将逐步报告越来越好的解决方案。由于Q'tron NN在完全模式下运行,即注入噪声,因此Q'tron NN本质上是完整的并且没有局部最小值,因此这种目标细化是可行的。

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