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基于非参数核密度法的农作物区域产量保险费率厘定研究 被引量:9

Rating Area Yield Crop Insurance by Non-Parameter Kernel Density Model
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摘要 利用湖北省82个县(市、区)1991~2007年县级中稻单产数据,逐县选择相应的ARIMA(p,d,q)模型拟合其中稻历年单产,并计算出单产减产率,然后在此基础上运用非参数核密度估计法算出各县中稻产量保险纯费率,最后考虑到农作物产量损失的空间相依性,根据各县所面临的系统风险状况对纯费率进行调整,得到更为合理的纯费率。 With data of midseason rice yield per hectare of 82 counties in Hubei Province from 1991 to 2007, the article selects corresponding ARIMA model to fit annual midseason rice yield per hectare of each county and calculates the yield reduction rate per hectare. Then it calculates the pure premium rate of midseason rice insurance of each county with nonparameter kernel density model. As for the spacial dependence of crop yield losses, the article adjusts the pure premium rate according to different system risk in each county, in order to obtain the much reasonable pure premium rate.
作者 李文芳
出处 《生态经济》 CSSCI 北大核心 2012年第4期61-64,共4页 Ecological Economy
基金 教育部人文社科青年基金资助"基于县域产量的农作物保险精算:损失评估 风险区划与费率厘定"(10YJC790147)
关键词 农作物保险 区域产量保险 费率厘定 非参数核密度模型 crop insurance area yield crop insurance rate making non-parameter kernel density model
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参考文献7

  • 1Turvey C G, Zhao C. Parametric and Nonparametric Crop Yield Distributions and Their Effects on All-Risk Crop Insurance Premiums [D]. Guelph: University of Guelph, 1993.
  • 2Zanini F C, Sherrick B J, Schnitkey G D, et al. Crop Insurance Valuation under Alternative yield Distributions [J]. American Journal of Agricultural Economics, 2004, 86(2): 406-419.
  • 3李文芳,刘锐金,方伶俐.基于分层贝叶斯模型的农作物区域产量保险费率厘定研究[J].生态经济,2009,25(7):40-42. 被引量:7
  • 4Goodwin B K, Ker A P. Nonparametric Estimation of Crop Yield Distributions: Implications for Rating Group-Risk Crop Insurance Contracts [J]. American Journal of Agricultural Economics, 1998, 80: 139-153.
  • 5Ker A P, Goodwin B K. Nonparametric Estimation of Crop Insurance Rates Revisited [J]. American Journal of Agricultural Economics, 2000, 83: 463-478.
  • 6邢郦.中国种植业生产风险与政策性农业保险研究[D].南京:南京农业大学,2004.
  • 7王丽红,杨华,田志宏,闫仲勇.非参数核密度法厘定玉米区域产量保险费率研究——以河北安国市为例[J].中国农业大学学报,2007,12(1):90-94. 被引量:58

二级参考文献19

  • 1李文芳.湖北省农业保险发展思考[J].生态经济(学术版),2008(2):12-16. 被引量:3
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  • 7Just R E, Weninger Q. Are crop yields normally distributed [J]. American Journal of Agricultural Economics, 1999, 81(5): 287- 304.
  • 8Sherrick S J, Zanini F C, Schnitkey G D, et al. Crop insurance valuation under alternative yield distributions [J].American Journal of Agricultural Economics, 2004, 86(2): 406- 419.
  • 9Ker A P, Coble K H. Modeling conditional yield densities [J]. American Journal of Agricultural Economics, 2005, 85(2):291- 304.
  • 10Goodwin B K, Ker A P. Nonparametric estimation of crop yield distributions: implications for rating group-risk crop insurance contracts [J]. American Journal of Agricuitural Economics, 1998, 80(2): 139-53.

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