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Hybrid Support Vector Regression and Autoregressive Integrated Moving Average Models Improved by Particle Swarm Optimization for Property Crime Rates Forecasting with Economic Indicators

机译:混合支持向量回归和自回归综合移动平均模型通过粒子群优化改善了经济指标预测的财产犯罪率

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Crimes forecasting is an important area in the field of criminology. Linear models, such as regression and econometric models, are commonly applied in crime forecasting. However, in real crimes data, it is common that the data consists of both linear and nonlinear components. A single model may not be sufficient to identify all the characteristics of the data. The purpose of this study is to introduce a hybrid model that combines support vector regression (SVR) and autoregressive integrated moving average (ARIMA) to be applied in crime rates forecasting. SVR is very robust with small training data and high-dimensional problem. Meanwhile, ARIMA has the ability to model several types of time series. However, the accuracy of the SVR model depends on values of its parameters, while ARIMA is not robust to be applied to small data sets. Therefore, to overcome this problem, particle swarm optimization is used to estimate the parameters of the SVR and ARIMA models. The proposed hybrid model is used to forecast the property crime rates of the United State based on economic indicators. The experimental results show that the proposed hybrid model is able to produce more accurate forecasting results as compared to the individual models.
机译:犯罪预测是犯罪学领域的重要领域。诸如回归和计量模型的线性模型通常适用于犯罪预测中。但是,在实际犯罪数据中,常见的是,数据包括线性和非线性组件。单个模型可能不足以识别数据的所有特征。本研究的目的是引入一个混合模型,该混合模型将支持向量(SVR)和自回归综合移动平均(ARIMA)相结合,以应用于犯罪率预测。 SVR非常强大,具有小型培训数据和高维问题。与此同时,Arima有能力模拟几种类型的时间序列。但是,SVR模型的准确性取决于其参数的值,而ARIMA不稳健地应用于小型数据集。因此,为了克服这个问题,粒子群优化用于估计SVR和Arima模型的参数。拟议的混合模型用于预测基于经济指标的统计阶段的财产犯罪率。实验结果表明,与各个模型相比,所提出的混合模型能够产生更准确的预测结果。

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