A maximum neural network with self-feedbacks for channel assignment in cellular mobile systems

A. Hanamitsu, M. Ohta
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引用次数: 4

Abstract

The maximum neural network (MNN) with self-feedbacks for the channel assignment problem (CAP) is proposed. The CAP is one of the extremely important problems in cellular mobile systems. The CAP is to assign a channel to each call in order to minimize the interference and use available channels efficiently. Funabiki et al. (2000) have proposed the hysteresis binary neuron model for the CAP and it can find lower bound solutions for well-known benchmark problems. In order to avoid converging to a local minimum, this model introduces the hill-climbing term and the omega function. Although these methodologies are effective to escape from a local minimum, they need to adjust many parameters. In this paper, the MNN with self-feedbacks is proposed in order to reduce parameters. Our proposal is applied to the CAP, and it is compared with the hysteresis binary neuron model. Our model can find the lower bound solutions in all of the benchmark problems and the average iteration step decreases by 55.5[%].
蜂窝移动系统中信道分配的自反馈最大神经网络
针对信道分配问题,提出了一种自反馈的最大神经网络(MNN)。CAP是蜂窝移动系统中极为重要的问题之一。CAP是为每个呼叫分配一个信道,以最大限度地减少干扰并有效地利用可用信道。Funabiki等人(2000)提出了CAP的滞后二值神经元模型,该模型可以为众所周知的基准问题找到下界解。为了避免收敛到局部极小值,该模型引入了爬坡项和函数。虽然这些方法可以有效地摆脱局部最小值,但它们需要调整许多参数。为了减小参数,本文提出了带自反馈的MNN。将该方法应用于CAP,并与滞后二值神经元模型进行了比较。我们的模型可以在所有的基准问题中找到下界解,平均迭代步长减少了55.5%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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