点源时间序列数据缺失值的估值不确定性分析——以小流域气象和水文数据为例
【目的】对普遍存在的时间序列缺失值进行有效估值,进而改善时间序列数据的质量。【方法】以亚热带典型小流域长期定位观测的气象(最低气温、最高气温、太阳辐射)及水文(降水量、地表径流量)数据为样本并利用计算机模拟的方法,比较了线性内插法、K-最近邻插值法、多项式插值法、样条插值法和核密度估值法5种估值方法的性能差异,分析了不同取样时间步长(日和月)及不同数据缺失量(1%、5%、10%、15%、20%)条件下对缺失值进行估值的不确定性。均方根误差(RMSE)、绝对值平均误差(MAE)和Pearson相关系数(r)3个交叉验证指标用于评估5种估值方法的性能优劣。【结果】①5种方法估值性能较好,Pears...
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| Published in | Guanʻgai paishui xuebao Vol. 38; no. 2; pp. 84 - 92 |
|---|---|
| Main Authors | , , , , , , , |
| Format | Journal Article |
| Language | Chinese |
| Published |
Xinxiang City
Chinese Academy of Agricultural Sciences (CAAS) Farmland Irrigation Research Institute Editorial Office of Journal of Irrigation and Drainage
01.02.2019
中国科学院 亚热带农业生态研究所亚热带农业生态过程重点实验室,长沙410125%中国科学院 亚热带农业生态研究所亚热带农业生态过程重点实验室,长沙,410125%湖南农业大学 工学院,长沙,410128%中国科学院 亚热带农业生态研究所亚热带农业生态过程重点实验室,长沙410125 湖南农业大学 工学院,长沙410128 湖南师范大学 资源与环境科学学院,长沙410081 |
| Subjects | |
| Online Access | Get full text |
| ISSN | 1672-3317 |
| DOI | 10.13522/j.cnki.ggps.2017.0421 |
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| Abstract | 【目的】对普遍存在的时间序列缺失值进行有效估值,进而改善时间序列数据的质量。【方法】以亚热带典型小流域长期定位观测的气象(最低气温、最高气温、太阳辐射)及水文(降水量、地表径流量)数据为样本并利用计算机模拟的方法,比较了线性内插法、K-最近邻插值法、多项式插值法、样条插值法和核密度估值法5种估值方法的性能差异,分析了不同取样时间步长(日和月)及不同数据缺失量(1%、5%、10%、15%、20%)条件下对缺失值进行估值的不确定性。均方根误差(RMSE)、绝对值平均误差(MAE)和Pearson相关系数(r)3个交叉验证指标用于评估5种估值方法的性能优劣。【结果】①5种方法估值性能较好,Pearson相关系数为0.62~0.99(P<0.05),且以核密度估值法和多项式插值法的估值性能为优;②数据缺失量和取样步长增加降低了5种估值方法的估值精度;③数据集的变异系数(CV)与估值评估指标(RMSE、MAE及r)显著相关(P<0.05)。【结论】核密度估值法和多项式插值法的估值结果相对更可靠,变异系数是影响估值不确定性的重要因素。 |
|---|---|
| AbstractList | O171; [目的]对普遍存在的时间序列缺失值进行有效估值,进而改善时间序列数据的质量.[方法]以亚热带典型小流域长期定位观测的气象(最低气温、最高气温、太阳辐射)及水文(降水量、地表径流量)数据为样本并利用计算机模拟的方法,比较了线性内插法、K-最近邻插值法、多项式插值法、样条插值法和核密度估值法5种估值方法的性能差异,分析了不同取样时间步长(日和月)及不同数据缺失量(1%、5%、10%、15%、20%)条件下对缺失值进行估值的不确定性.均方根误差(RMSE)、绝对值平均误差(MAE)和Pearson相关系数(r)3个交叉验证指标用于评估5种估值方法的性能优劣.[结果]①5种方法估值性能较好,Pearson相关系数为0.62~0.99(P<0.05),且以核密度估值法和多项式插值法的估值性能为优;②数据缺失量和取样步长增加降低了5种估值方法的估值精度;③数据集的变异系数(CV)与估值评估指标(RMSE、MAE及r)显著相关(P<0.05).[结论]核密度估值法和多项式插值法的估值结果相对更可靠,变异系数是影响估值不确定性的重要因素. 【目的】对普遍存在的时间序列缺失值进行有效估值,进而改善时间序列数据的质量。【方法】以亚热带典型小流域长期定位观测的气象(最低气温、最高气温、太阳辐射)及水文(降水量、地表径流量)数据为样本并利用计算机模拟的方法,比较了线性内插法、K-最近邻插值法、多项式插值法、样条插值法和核密度估值法5种估值方法的性能差异,分析了不同取样时间步长(日和月)及不同数据缺失量(1%、5%、10%、15%、20%)条件下对缺失值进行估值的不确定性。均方根误差(RMSE)、绝对值平均误差(MAE)和Pearson相关系数(r)3个交叉验证指标用于评估5种估值方法的性能优劣。【结果】①5种方法估值性能较好,Pearson相关系数为0.62~0.99(P<0.05),且以核密度估值法和多项式插值法的估值性能为优;②数据缺失量和取样步长增加降低了5种估值方法的估值精度;③数据集的变异系数(CV)与估值评估指标(RMSE、MAE及r)显著相关(P<0.05)。【结论】核密度估值法和多项式插值法的估值结果相对更可靠,变异系数是影响估值不确定性的重要因素。 |
| Author | WANG, Hui LI, Yuyuan ZHOU Jiaogen GAN Lei WU, Jinshui SHI, Jin SHEN Jianlin LI, Xi |
| AuthorAffiliation | 湖南农业大学 工学院,长沙410128;中国科学院 亚热带农业生态研究所亚热带农业生态过程重点实验室,长沙410125%中国科学院 亚热带农业生态研究所亚热带农业生态过程重点实验室,长沙,410125%湖南农业大学 工学院,长沙,410128%中国科学院 亚热带农业生态研究所亚热带农业生态过程重点实验室,长沙410125;湖南师范大学 资源与环境科学学院,长沙410081 |
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| Author_FL | WANG Hui ZHOU Jiaogen GAN Lei LI Xi SHI Jin WU Jinshui SHEN Jianlin LI Yuyuan |
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| Copyright | Copyright Chinese Academy of Agricultural Sciences (CAAS) Farmland Irrigation Research Institute Editorial Office of Journal of Irrigation and Drainage 2019 Copyright © Wanfang Data Co. Ltd. All Rights Reserved. |
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| Keywords | 估值方法 时间序列 不确定性 缺失值 变异系数 |
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| Snippet | 【目的】对普遍存在的时间序列缺失值进行有效估值,进而改善时间序列数据的质量。【方法】以亚热带典型小流域长期定位观测的气象(最低气温、最高气温、太阳辐射)及水文(降水... O171; [目的]对普遍存在的时间序列缺失值进行有效估值,进而改善时间序列数据的质量.[方法]以亚热带典型小流域长期定位观测的气象(最低气温、最高气温、太阳辐射)及水文(降水... |
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| SubjectTerms | Accuracy Correlation coefficient Correlation coefficients Data analysis Datasets Estimation Hydrologic data Hydrological analysis Hydrology Interpolation Meteorological data Methods Missing data Polynomials Rainfall Root-mean-square errors Sampling Solar radiation Stream discharge Stream flow Subtropical zones Uncertainty analysis Watersheds |
| Title | 点源时间序列数据缺失值的估值不确定性分析——以小流域气象和水文数据为例 |
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