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中国保险资金最优投资比例的实证分析

Empirical Analysis on Optimal Investment Ratio of Insurance Funds in China
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摘要 如何以更优的比例去投资于各种资产是保险资金运用的首要问题。选用考虑承保风险的投资比例模型,实证估算结果显示,我国保险资金在银行存款、国债投资、金融债投资、企业债投资、证券投资基金以及股票的最优投资比例分别为9.23%,11.06%,12.22%,14.02%,29.34%,24.13%。比较分析来看,近年来总体上我国保险资金运用逐步优化,投资比例不断趋向合理。然而与最优投资比例比较而言,提高的空间主要在于降低银行存款的比例,同时逐步提高证劵投资基金和股票的比例。 How to choose the best investment ratio of assets is the most important issue in the use of insurance funds.This paper employs the investment proportion model considering underwriting risk.The result from empirical estimation shows that the optimal investment ratio of insurance funds in bank deposit,treasury bond investment,financial bond investment,enterprise bond investment,securities investment funds and stocks is 9.23%,11.06%,12.22%,14.02%,29.34%,24.13% respectively.The comparative analysis shows that use of insurance funds in China is gradually optimized and the ratio of investment is becoming more and more reasonable.However,compared with the optimal investment ratio,the ratio of bank deposit should be reduced and at the same time the ratio of securities investment funds and stocks should be gradually increased.
作者 张梦露
出处 《华中农业大学学报(社会科学版)》 2011年第6期103-107,共5页 Journal of Huazhong Agricultural University(Social Sciences Edition)
关键词 保险资金 银行存款 国债投资 金融债投资 企业债投资 证券投资 最优投资比例 insurance funds bank deposit treasury bond investment financial bond investment enterprise bond investment securities investment optimum investment proportion
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参考文献6

  • 1[美]本杰明·格雷厄姆.聪明的投资者[M].王中华,黄一义,译.北京:人民邮电出版社,2011.
  • 2SHARP W F. Simplified model of portfolio analysis[J]. Man- agement Science, 1963(1) : 277-293.
  • 3SHARP W F. Capital asset price:a theory of market equilibri- um under conditions of risk [J]. Journal of Finance, 1964 (9) : 425-442.
  • 4LINTNER J. The valuation of risk assets and the selection of risky investment in stock portfolios and capital budgets[J]. Re- view of Economics and Statistics, 1965(10) :587-615.
  • 5MOSSIN J. Equilibrium in a capiml market[J]. Econometrics, 1966(10) : 768-783.
  • 6黄文华,王仁明.用遗传算法求解全系数模糊证券投资组合模型[J].三峡大学学报(自然科学版),2006,28(2):189-192. 被引量:2

二级参考文献8

  • 1方述成 汪定伟.模糊数学与模糊优化[M].北京:科学出版社,1997..
  • 2Markowitz H. Portfolio Selection[J]. Journal of Finance, 1952,7(1):77-91.
  • 3Goldberg D E. Genetic Algorithms in Search,Optimization and Machine Learning[M]. New York: Addison-Wesley, 1989.
  • 4Xia Y,Liu B,Wang S Y. A Model of Portfolio Selection with Order of Expected Returns[J]. Computers and Operations Research, 2000,27 (4) : 409-422.
  • 5Yokota T, Gen M. Optimal Design of System Reliability by an Approved Genetic Algorithm[J]. Transactions of Institute of Electronics' Information and Communication Engineers, 1995,78(6) :702-709.
  • 6Gen M, Ida K, Kim J R. System Reliability Optimization with Fuzzy Goals Using Genetic Algorithm [J].Journal of the Japan Society of Fuzzy Theory and System, 1998,10(2):356-365.
  • 7林军.具有模糊系数的证券组合投资选择模型[J].系统工程理论方法应用,2002,11(1):72-76. 被引量:8
  • 8王燕青,唐万生,韩其恒.基于遗传算法的概率准则组合证券模拟求解[J].管理科学学报,2002,5(6):29-33. 被引量:16

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