基于布谷鸟搜索算法的负荷预测神经网络的权值和偏差初始化

Vedanshu Kumar, M. M. Tripathi
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引用次数: 1

摘要

人工神经网络(ANN)用于电力负荷预测已有相当长的历史。人工神经网络使用反向传播来计算代价函数的梯度。初始化权重和偏差的一个明显方法是使用高斯独立随机变量,它被归一化为平均值和单位标准差为零。这种初始化的问题是,它是一个异常宽的高斯分布,无论如何都没有很强的峰值。对于输入权重为n_in的人工神经网络,初始化权重和偏差的另一种方法是使用均值为零、偏差为1/√n_in的随机高斯变量。案例研究利用来自澳大利亚五个州的半小时电力负荷数据来预测未来48小时的电力负荷。本文采用多目标布谷鸟搜索算法进行权重和偏置初始化,提高了学习速度。结果表明,与人工神经网络中常用的高斯分布初始化算法相比,该算法的收敛时间大大缩短。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Weight and Bias Initialization of ANN for Load Forecasting using Cuckoo Search Algorithm
Artificial Neural Network (ANN) is used for electricity load forecasting for quite a time. ANN uses backpropagation for computing the gradient of the cost function. One obvious way to initialize weights and biases is to use Gaussian independent random variables, which is normalized to have zero mean and unit standard deviation. Issue with this kind of initialization is that it an exceptionally wide Gaussian distribution, not strongly peaked by any means. Another way to initialization of weights and biases for an ANN with n_in input weights would be to use random Gaussian variables with zero mean and 1/√n_in deviation. Case study utilizes half hourly electricity load data from five states in Australia to predict 48 hours ahead electricity load. In this paper a multi-objective cuckoo search algorithm is utilized for weights and biases initialization for quicker learning. The results show that the convergence time using proposed algorithm has reduced considerably as compared to Gaussian distribution initialization generally used in ANN.
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