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Adaptive logic applications in pavement performance modeling

机译:路面性能建模中的自适应逻辑应用

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Pavement performance is one of the most important components of the pavement management system. Models for predicting pavement performance have been developed on the basis of traffic and time-related models, interactive time traffic or distress models. The characteristic feature of the models is that they are formulated and estimated statistically, recently however artificial neural networks are being used. The purpose of this paper is to extend the use of the adaptive logic networks in pavement performance modeling, by investigating the effect of different learning rates of adaptive logic networks in pavement performance modeling. Adaptive logic networks (ALN) has recently emerged as an effective alternative to artificial neural networks for machine learning tasks. Adaptive logic networks (ALN) is a network arranged as a binary tree, where the processing element has exactly two inputs and one output. Each processing element, or node, computes one of the four logical functions AND, OR, RIGHT (MAX) and LEFT (MIN). The root node of the tree represents the output of the network, while the leaves of the tree are connected to the input variables and /or their complements. It has been shown that such a tree can be constructed to compute any Boolean function for arbitrary number of input variables.
机译:路面性能是人行道管理系统中最重要的组成部分之一。用于预测路面性能的模型是在交通和时间相关模型,交互时间流量或遇险模型的基础上开发的。模型的特征是它们在统计上配制和估计,最近正在使用人造神经网络。本文的目的是通过调查不同学习率在路面性能建模中的不同学习率的影响,扩展使用自适应逻辑网络在路面性能建模中的使用。自适应逻辑网络(ALN)最近被出现为用于机器学习任务的人工神经网络的有效替代方案。自适应逻辑网络(ALN)是布置为二叉树的网络,其中处理元件具有恰好两个输入和一个输出。每个处理元素或节点计算四个逻辑功能之一,或者,右(max)和左(min)。树的根节点表示网络的输出,而树的叶子连接到输入变量和/或其补充。已经表明,可以构造这样的树以计算任意数量的输入变量的任何布尔函数。

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