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An Estimation Framework for Economic Cost of Land Use Based on Artificial Neural Networks and Principal Component Analysis with R

机译:基于人工神经网络和主成分分析的土地利用经济成本估算框架。

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Aiming to estimate the cost of environmental degradation influenced by land use change in the ecosystem, an ecosystem assessment model was established in this paper to quantify the cost of environmental degradation. 12 ecosystem service indicators were selected from the World Bank website and categorized into four principal components corresponding to four subservices including provisioning, regulating, habitat and cultural services. And 7 land use change indicators are classified into 5 dimensions. Then, the principal component analysis(PCA) was applied to classify indicators and calculate the contribution of each indicator to each dimension, which was visualized using R software. Furthermore, the coefficients of indicators to each principal component were determined and each component was expressed by a linear combination of indicators. Next, 8 economic cost indicators were divided into depletion class and saving class. Then, analytic hierarchy process(AHP) and entropy weight method(EWM) were employed to determine the weight of indicators belonging to two classes respectively. To integrate three indicator systems, an Artificial Neural Networks(ANN) model are implemented to calculate the coefficients and weights between indicators in ecosystem service and ones in economic cost system. By using weights and coefficients, this model can estimate the economic cost and benefit of each land-use indicator when investing one dollar on each indicator, which is defined as cost-benefit ratio. In order to determine land-use change scales, k-means clustering algorithm was utilized to determine the optical number of clusters which is 2, indicating small-scale and large-scale.
机译:为了估算生态系统中土地利用变化对环境退化的代价,本文建立了生态系统评估模型,对环境退化的代价进行了量化。从世界银行的网站上选择了12个生态系统服务指标,并将其分为与四个子服务相对应的四个主要组成部分,包括提供,调节,栖息地和文化服务。 7种土地利用变化指标分为5个维度。然后,应用主成分分析(PCA)对指标进行分类,并计算每个指标对每个维度的贡献,并使用R软件将其可视化。此外,确定指标对每个主要成分的系数,并用指标的线性组合表示每个成分。其次,将8种经济成本指标分为消耗类和储蓄类。然后,采用层次分析法和熵权法(EWM)分别确定两类指标的权重。为了集成三个指标体系,建立了一个人工神经网络模型来计算生态系统服务指标与经济成本系统指标之间的系数和权重。通过使用权重和系数,该模型可以估算每个土地使用指标的经济成本和收益(在每个指标上投资1美元),这被定义为成本效益比。为了确定土地利用变化尺度,利用k-means聚类算法确定了小规模和大规模的2个聚类的光学数。

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