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考虑季节及地域的月降水量三层回归模型及应用

Hierarchical Regression Model of Monthly Rainfall with Regional and Seasonal Interaction Effects
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摘要 基于不同地域月降水量的特点,采用聚类方法选取两个具有代表性地域的气象数据。将交互结构数据转化为嵌套分组结构形式,从而将地域因素和季节因素作为层次效应纳入分层线性模型(HLM)。据此建立相应的三层线性模型(HLM3),按照模型理论方法进行模型计算、优化和分析以解释层次效应和检验残差。结果表明,各层解释变量(气象因素、季节效应、地域效应)能很好地解释月降水量的差异,定量指导不同地域不同季节月降水量的回归。 According to the hierarchical characteristics of monthly rainfall in different regions,we select the meteorological data in two representative regions by clustering methods.After transforming the interactive date into nested data,we can take the geographical factors and seasonal factors into the hierarchical linear model(HLM) as the level effects.Then three level hierarchical linear model(HLM3) is established.Based on the model theory,we perform the corresponding model calculation,optimization and analysis to interpret the level effects and test residual errors.The results show that the difference of monthly rainfall is explained by variables(meteorological factors,seasonal effects and geographic effects) in different levels and it would quantitatively guide the regression of monthly rainfall in different seasons and regions.
出处 《水电能源科学》 北大核心 2012年第10期1-5,共5页 Water Resources and Power
关键词 月降水量 季节 地域 三层回归模型 应用 monthly rainfall season region HLM3 application
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  • 1严华生,曹杰.多元门限回归模型的一种建模方法[J].大气科学,1994,18(2):194-199. 被引量:21
  • 2魏凤英.逐步回归周期分析[J].气象,1983,(2):2-4.
  • 3周家斌.一种新的时间序列预报方法[J].科学通报,1983,28:1250-1252.
  • 4包为民.水文预报[M].北京:水利电力出版社,1993.
  • 5蒋伯仁 张爱华 石剑荣.桂北地区四月降水趋势的长期预报.气象,1984,(4):11-13.
  • 6Lindley, D. V., Smith, A. F. M. Bayes Estimates for Linear Model[J].Journal of the Royal Statistical Society,Series B,1972,(34).
  • 7Littell, R., Milliken, G., Stroup, W., Wolfinger, R. SAS System for Mixed Models[M].Cary, NC: SAS Institute Incorporated,1996.
  • 8Bryk, A.S., Raudenbush, S.W. Hierarchical Linear Models [M]. Newbury Park, CA: Sage,1992.
  • 9Kim, K.S. Multilevel Data Analysis: A Comparison of Analytical Altematives[M].Los Angeles: University of California, 1990.
  • 10Mok, M. Sample Size Requirements for 2-level Designs in Educational Research[C].Working Paper, 1995.

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