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An Improved Virtual Sample Generation Method Based on Quadrat Density Method and Quantile Regression for Small Sample Size Problem

机译:基于四边形密度法的改进的虚拟样本生成方法和小样本大小问题的分位数回归

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The gradual realization of automation has caused explosive growth of data and increased the amount of researchable data. However, due to the low probability of occurrence and high difficulty in obtaining, representative data is lacking. One of the effective ways to solve this problem is virtual sample generation (VSG). In this study, a novel VSG method is put forward. The sample squares are divided in the input space according to Dominance Analysis, and the virtual inputs are generated by using the Quadrat Density Method in reverse. The corresponding virtual output is predicted by Gaussian Process Regression. Through Quantile Regression, analyze the correlation between input variables and output variables. The generated virtual samples are screened, and the virtual samples that do not meet the correlation relationship are eliminated. In order to verify the effectiveness of the proposed method, experiments are carried out on two numerical simulations and a real-world application from a cascade reaction process for high-density polyethylene. The results show that the method proposed in this paper is superior to other methods.
机译:自动化的逐步实现导致数据的爆炸性增长并增加了可读数据的数量。但是,由于出现的概率和获得的概率很低,缺乏代表数据。解决此问题的有效方法之一是虚拟样本生成(VSG)。在本研究中,提出了一种新的VSG方法。根据优势分析,样本方块在输入空间中划分,并且通过使用反向的四边密度方法产生虚拟输入。通过高斯进程回归预测相应的虚拟输出。通过量级回归,分析输入变量与输出变量之间的相关性。筛选生成的虚拟样本,并且消除了不符合相关关系的虚拟样本。为了验证所提出的方法的有效性,实验在两个数值模拟和实际应用中,从高密度聚乙烯的级联反应过程中实现了实际应用。结果表明,本文提出的方法优于其他方法。

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