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An approach to improve Wang-Smith chaotic simulated annealing

机译:改善Wang-Smith混沌模拟退火的一种方法

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摘要

Previous research shows that Wang-Smith chaotic simulated annealing, which employs a gradually decreasing time-step, has only a scaling effect to computational energy of the Hopfield model without changing its shape. This makes the net has sensitive dependence on the value of damping factor. Considering Chen-Aihara chaotic simulated annealing with decaying self-coupling has a shape effect to computational energy of the Hopfield model, a novel approach to improve Wang-smith chaotic simulated annealing, which reaps the benefits of Wang-Smith model and Chen-Aihara model, is proposed in this paper. With the aid of this method the improved model can affect on computational energy of the Hopfield model from scaling and shape. By adjusting the time-step, the improved neural network can also pass from a chaotic to a non-chaotic state. From numerical simulation experiments, we know that the improved model can escape from local minima more efficiently than original Wang-Smith model.
机译:先前的研究表明,采用逐渐减小的时间步长的Wang-Smith混沌模拟退火,对Hopfield模型的计算能量仅具有缩放作用,而没有改变其形状。这使得网对阻尼系数的值具有敏感的依赖性。考虑具有衰减自耦合的Chen-Aihara混沌模拟退火对Hopfield模型的计算能量具有形状效应,这是一种改进Wang-smith混沌模拟退火的新方法,该方法可利用Wang-Smith模型和Chen-Aihara模型的优势本文提出。借助于这种方法,改进的模型可以通过缩放和形状影响Hopfield模型的计算能力。通过调整时间步长,改进的神经网络还可以从混沌状态转变为非混沌状态。从数值模拟实验中,我们知道,改进的模型比原始的Wang-Smith模型能够更有效地摆脱局部最小值。

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