基于随机利率的住房反向抵押贷款定价及风险
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作者单位:

同济大学数学系,同济大学数学系,同济大学数学系

中图分类号:

F830.9; O242.1

基金项目:

国家自然科学基金项目(11171256)


Pricing and Risk Analysis of Reverse Mortgage Based on Stochastic Interest Rate
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    摘要:

    将住房反向抵押贷款保险精算模型修正为动态房价和随机利率模型下的一笔支付定价模型和等额支付定价模型,并选取上海数据作为实证分析.其中房价增长率模型采用向量自回归(VAR)模型,该模型能够综合捕捉房屋价格指数和CPI,GDP宏观经济指标的相关关系并且能够进行预测.随机利率模型采用Nowman方法下的CKLS模型.进行了保险贷款机构开展住房反向抵押贷款业务的盈利分析,计算了净收益期望现值,并用VaR(value at risk)值量化保险机构的偿付能力,以及管理流动性风险.

    Abstract:

    This paper develops and implements a dynamic house pricing model and stochastic interest rate model for Lump sum pricing model and equal payment pricing model of reverse mortgage products for the empirical research of Shanghai. A vector autoregressive model(VAR) for economic variables including house prices index, CPI and GDP based on the data in Shanghai is used to better capture the interrelationship between economic variables and simple prediction. The Nowman’s CKLS model is also used to represent the stochastic interest rate. The present value of net pay off of Lump sum reverse mortgage to assets profitability is computed. The commonly risk measure VaR(Value at Risk) is used to analyze risk in order to give an index to solvency and liquidity.

    参考文献
    [1] Peter Chinloy and Isaac F.Megbolugbe. Reverse Mortgages: Contractions and Crossover Risk [J]. Journal of the American real Estate and Urban Economics Association, 1994(2):367-386.
    [2] Bardhan A, Karapand?a R, Uro?evi? B. Valuing Mortgage Insurance Contracts in Emerging Market Economies [J]. Journal of Real Estate Finance & Economics, 2006, 32(1):9-20.
    [3] Seungryul Ma,Gabtae KIM and Keunoak Lew. Estimating Reverse Mortgage Insurer’s Risk Using Stochastic Models [J]. Conference of Asia-Pacific Risk and Insurance Association in Taipei, Taiwan. July 22-25.
    [4] Michael Sherris and David Sun. Risk Based Capital and Pricing for Reverse Mortgage Revisited [P]. Australian School of Business Research Paper, No.2010ACTL04
    [5] 陈震. 基于向量自回归模型对房价与地价关系的实证分析[J].经济视角,2011(1):6-9.
    [6] K. B. Nowman. Gaussian Estimation of Single-Factor Continuous Time Models of the Term Structure of Interest Rates[J]. Development, 1997, 52(4):1695-1706.
    [7] 潘冠中,邵斌. 单因子利率模型的极大似然估计--对中国利率的实证分析[J]. 财经研究,2004,30(10):62-69,95.
    [8] 赵松山,白雪梅. 对协整的检验及协整系统的估计研究[J]. 烟台大学学报(自然科学与工程版), 2002, 15(4):247-253.
    [9] 韩再. 住房反向抵押贷款研究综述[J].城市发展研究,2009,16(8):125-132.
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引用本文

徐承龙,孙永超,廖玲.基于随机利率的住房反向抵押贷款定价及风险[J].同济大学学报(自然科学版),2017,45(01):144~151

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  • 收稿日期:2016-03-21
  • 最后修改日期:2016-11-08
  • 录用日期:2016-07-11
  • 在线发布日期: 2017-02-10
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