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Is Taking Natural Log Superior To Not? - Using A Characteristics Oriented Fuzzy Hopfield Neural Network To Identify Probability Density Functions

机译:是否采用天然原木胜于其他? -使用面向特征的模糊Hopfield神经网络识别概率密度函数

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摘要

Lognormal processes are important from a theoretical perspective. We reexamine the problem of whether it is better to take natural log or not? If not, how to identify the probability density function is still an important problem. The assertion that taking natural log is closer to normality is not supported by the simulation and empirical data.rnThe probabilistic neural network contains the entire set of training cases, and is therefore space-consuming and slow to execute. In addition, there is an inverse problem in PNNs, i.e., we may obtain the same sum of square errors from different density functions. We therefore propose a screening mechanism based on characteristics oriented fuzzy rules in the Hopfield neural network to simplify the estimation process and avoid the inverse problem. From the characteristics oriented fuzzy HNN, we obtain that the best fitting of the data is the Weibull distribution.
机译:从理论上讲,对数正态过程很重要。我们重新考虑自然采伐是否更好的问题?如果不是这样,如何识别概率密度函数仍然是一个重要的问题。仿真和经验数据均不支持采用自然对数的说法。概率神经网络包含整个训练案例集,因此非常耗时且执行缓慢。另外,在PNN中存在一个反问题,即我们可以从不同的密度函数获得相同的平方误差总和。因此,我们在Hopfield神经网络中提出了一种基于面向特征的模糊规则的筛选机制,以简化估计过程并避免逆问题。从面向特征的模糊HNN中,我们得出数据的最佳拟合是Weibull分布。

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