參考文獻 |
研究一:台灣以房養老契約設計之改良與評價
[1] 李秉芳, 楊屯山, & 林哲群. (2011). 固定利率與指數型不動產逆向抵押貸款之比較分析. 住宅學報, 20(2), 27-46.
[2] 李永琮 & 羅玉皓. (2016). 反向房屋抵押貸款商品結構分析. 臺大管理論叢, 26(2), 139-172.
[3] 王儷玲, 王正偉, & 劉文彬. (2011). 臺灣實施反向房屋抵押貸款對提升退休所得之影響. 風險管理學報, 13(1), 25-48.
[4] Bardhan, A., Karapandža, R., & Urošević, B. (2006). Valuing mortgage insurance contracts in emerging market economies. The Journal of Real Estate Finance and Economics, 32(1), 9-20.
[5] Blake, D., & Burrows, W. (2001). Survivor bonds: helping to hedge mortality risk. Journal of Risk and Insurance, 68(2), 339-348.
[6] Blake, D., Boardman, T., & Cairns, A. (2014). Sharing longevity risk: Why governments should issue longevity bonds. North American Actuarial Journal, 18(1), 258-277.
[7] Chen, H., Cox, S. H., & Wang, S. S. (2010). Is the Home Equity Conversion Mortgage in the United States sustainable? Evidence from pricing mortgage insurance premiums and non-recourse provisions using the conditional Esscher transform. Insurance: Mathematics and Economics, 46(2), 371-384.
[8] Chinloy, P., & Megbolugbe, I. F. (1994). Reverse mortgages: contracting and crossover risk. Real Estate Economics, 22(2), 367-386.
[9] Cox, J., Ingersoll, J., & Ross, S. (1985). A Theory of the Term Structure of Interest Rates. Econometrica, 53(2), 385-407.
[10] Demary, M. (2010). The interplay between output, inflation, interest rates and house prices: international evidence. Journal of Property Research, 27(1), 1-17.
[11] Denuit, M., Devolder, P., & Goderniaux, A. C. (2007). Securitization of Longevity Risk: Pricing Survivor Bonds With Wang Transform in the Lee‐Carter Framework. Journal of Risk and Insurance, 74(1), 87-113.
[12] Dowd, K., Blake, D., Cairns, A. J., & Dawson, P. (2006). Survivor Swaps. Journal of Risk and Insurance, 73(1), 1-17.
[13] Hilliard, J. E., & Reis, J. (1998). Valuation of commodity futures and options under stochastic convenience yields, interest rates, and jump diffusions in the spot. Journal of Financial and Quantitative Analysis, 33(1), 61-86.
[14] Huang, H. C., Yue, J. C., & Yang, S. S. (2008). An empirical study of mortality models in Taiwan. Asia-Pacific Journal of Risk and Insurance, 3(1).
[15] Huang, H. C., Wang, C. W., & Miao, Y. C. (2011). Securitisation of crossover risk in reverse mortgages. The Geneva Papers on Risk and Insurance-Issues and Practice, 36(4), 622-647.
[16] Hull, J. C. (2012). Options, futures, and other derivatives, 8ed.
[17] Kau, J. B., Keenan, D. C., Muller, W. J., & Epperson, J. F. (1992). A generalized valuation model for fixed-rate residential mortgages. Journal of Money, Credit and Banking, 24(3), 279-299.
[18] Kau, J. B., Keenan, D. C., & Muller III, W. J. (1993). An option-based pricing model of private mortgage insurance. Journal of Risk and Insurance, 288-299.
[19] Kau, J. B., & Keenan, D. C. (1995). An overview of the option-theoretic pricing of mortgages. Journal of Housing Research, 217-244.
[20] Kau, J. B., Keenan, D. C., Muller, W. J., & Epperson, J. F. (1995). The valuation at origination of fixed-rate mortgages with default and prepayment. The Journal of Real Estate Finance and Economics, 11(1), 5-36.
[21] Kau, J. B., & Keenan, D. C. (1999). Catastrophic default and credit risk for lending institutions. Journal of Financial Services Research, 15(2), 87-102.
[22] Kladívko, K. (2007). Maximum likelihood estimation of the Cox-Ingersoll-Ross process: the Matlab implementation. Technical Computing Prague, 7.
[23] Lee, R. D., & Carter, L. R. (1992). Modeling and forecasting US mortality. Journal of the American Statistical Association, 87(419), 659-671.
[24] Lee, Y. T., Wang, C. W., & Huang, H. C. (2012). On the valuation of reverse mortgages with regular tenure payments. Insurance: Mathematics and Economics, 51(2), 430-441.
[25] Lin, Y., & Cox, S. H. (2005). Securitization of mortality risks in life annuities. Journal of risk and Insurance, 72(2), 227-252.
[26] Siu‐Hang Li, J., Hardy, M. R., & Tan, K. S. (2010). On Pricing and Hedging the No‐Negative‐Equity Guarantee in Equity Release Mechanisms. Journal of Risk and Insurance, 77(2), 499-522.
[27] Ma, S., Kim, G., & Lew, K. (2007). Estimating reverse mortgage insurer’s risk using stochastic models. In Asia-Pacific Risk and Insurance Association 2007 Annual Meeting.
[28] Margrabe, W. (1978). The value of an option to exchange one asset for another. The journal of finance, 33(1), 177-186.
[29] Moulton, S., Haurin, D. R., & Shi, W. (2015). An analysis of default risk in the Home Equity Conversion Mortgage (HECM) program. Journal of Urban Economics, 90, 17-34.
[30] Sherris, M., & Sun, D. (2010). Risk-based capital and pricing for reverse mortgages revisited.
[31] Shreve, S. (2004). Stochastic calculus for finance I: the binomial asset pricing model. Springer Science & Business Media.
[32] Svoboda, S. (2003). Interest rate modeling. Springer.
[33] Szymanoski, E. J. (1994). Risk and the home equity conversion mortgage. Real Estate Economics, 22(2), 347-366.
[34] Wang, L., Valdez, E. A., & Piggott, J. (2008). Securitization of longevity risk in reverse mortgages. North American Actuarial Journal, 12(4), 345-371.
[35] Yang, S. S. (2011). Securitisation and tranching longevity and house price risk for reverse mortgage products. The Geneva Papers on Risk and Insurance-Issues and Practice, 36(4), 648-674.
[36] Yang, T. T., Buist, H., & Megbolugbe, I. F. (1998). An analysis of the ex-ante probabilities of mortgage prepayment and default. Real Estate Economics, 26(4), 651-676.
研究二:Pricing Multi-Assets Financial Instruments within the Consumption-Based Approach
References
Beelders, O., & Colarossi D. (2004). Modeling Mortality Risk With Extreme Value Theory: The Case of Swiss Res Mortality-Indexed Bond. Global Association of Risk Professionals, 4, 26-30.
Borovkova, S., Permana, F. J., & Weide, H. V. D. (2007). A Closed-Form Approach to the Valuation and Hedging of Basket and Spread Options. Journal of Derivatives, 15, 8-24.
Boyle, P. P. (1977). Options: A monte carlo approach. Journal of financial economics, 4, 323-338.
Brennan, M. (1979). The pricing of contingent claims in discrete time models. Journal of Finance, 34, 53-58.
Camara, A. (2003). A generalization of the Brennan-Rubinstein approach for the pricing of derivatives. Journal of Finance, 58, 805-821.
Camara, A. (2005). Options prices sustained by risk-preferences. Journal of Business, 78, 1683-1708.
Cheng, H. W., Tzeng, C. F., Hsieh, M. H., & Tsai, J. T. (2014). Pricing mortality-linked securities with transformed gamma distribution. Academia Economic Papers, 42, 271-303.
Cox, A. & Ross, S. (1976). The valuation of options for alternative stochastic process. Journal of Financial Economics, 3, 145-166.
Cox, S. H., Lin, Y., & Wang, S. (2006). Multivariate exponential tilting and pricing implications for mortality securitization. Journal of Risk and Insurance, 73, 719-736.
Dingec, K. D., & Hormann, W. (2013). Control variates and conditional Monte Carlo for basket and Asian options. Insurance: Mathematics and Economics, 52, 421-434.
Falter, D., Schroter, K., Dung, N. V., Vorogushyn, S., Kreibich, H., Hundecha, Y., Apel, H., & Merz, B. (2015). Spatially coherent flood risk assessment based on long-term continuous simulation with a coupled model chain. Journal of Hydrology, 524, 182-193.
Gerber, H. U., & Shiu, E. S. (1994). Martingale approach to pricing perpetual American options.
ASTIN Bulletin: The Journal of the IAA, 24, 195-220.
Hardle, W. & Cabrera, B. (2010). Calibrating CAT bonds for Mexican earthquakes. The Journal of Risk and Insurance, 77, 625-650.
Harrison, J. M. & Kreps, D. (1979). Martingales and arbitrage in multiperiod securities markets.
Journal of Economic Theory, 20, 381-408.
Harrison, J. M. & Pliska S. R. (1981). Martingales and stochastic integrals in the theory of continuous trading. Stochastic Processes and their Applications, 11, 215-260.
Heston, S. (1993). Invisible parameters in option prices. Journal of Finance, 48, 933-947.
Kharin, V. V., Zwiers, F. W., Zhang, X., & Hegerl, G. C. (2007). Changes in temperature and precipitation extremes in the IPCC ensemble of global coupled model simulations. Journal of Climate, 20, 1419-1444.
Kreps, D. (1982). Multiperiod securities and the efficient allocation of risk: A comment on the Black-Scholes option pricing model. J. McCall edition, The economics of uncertainty and information, University of Chicago Press, Chicago.
Leccadito, A., Paletta, T., & Tunaru, R. (2016). Pricing and hedging basket options with exact moment matching. Insurance: Mathematics and Economics, 69, 59-69.
Lin, Y., Liu, S., & Yu, J. (2013). Pricing mortality securities with correlated mortality indexes.
Journal of Risk and Insurance, 80, 921-948.
Loukas, A., Vasiliades, L., Dalezios, N., & Domenikiotis, C. (2001). Rainfall-frequency mapping in Greece. Physics and Chemistry of the Earth, Part B: Hydrology, Oceans and Atmosphere, 26, 669-674.
Mathai, A., & Moschopoulos, P. (1992). On a Multivariate Gamma. Journal of Multivariate Analysis, 39, 135-153.
Milevsky, M. A., & Posner, S. E. (1998). Asian options, the sum of lognormals, and the reciprocal gamma distribution. Journal of Financial and Quantitative Analysis, 33, 409-422.
Musiela, M., & Rutkowski, M. (2005). Martingale Methods in Financial Modelling. Springer, New York.
Pishgar-Komleh, S. H., Keyhani, A., & Sefeedpari, P. (2015). Wind speed and power density analysis based on Weibull and Rayleigh distributions (a case study: Firouzkooh county of Iran). Renewable and Sustainable Energy Reviews, 42, 313-322.
Rubinstein, M. (1976). The valuation of uncertain income streams & the pricing of options. Bell Journal of Economics and Management Science, 7, 407-425.
Rubinstein, R. Y. (1981). Simulation and the Monte Carlo Method. John Wiley & Sons, Inc., New York.
Savickas, R. (2002). A simple option pricing formula. Financial Review, 37, 207-226.
Schroder, M. (2004). Risk-Neutral parameters shifts and derivatives pricing in discrete time. Journal of Finance, 59, 2375-2401.
SenGupta, A., Kulkarni, H. V., & Hubale, U. D. (2015). Prediction intervals for environmental events based on Weibull distribution. Environmental and Ecological Statistics, 22, 87-104.
Sharda, V., & Das, P. (2005). Modelling weekly rainfall data for crop planning in a sub-humid climate of India. Agricultural Water Management, 76, 120-138.
Shreve, S. (2004). Stochastic calculus for nance II: Continuous-time models. New York: Springer.
Stapleton, R., & Subrahmanyam, M. (1984). The valuation of multivariate contingent claims in discrete time models. Journal of Finance, 39, 207-228.
Tsai, J. T., & Tzeng, L. Y. (2013). The Pricing of Mortality-Linked Contingent Claims: An Equilibrium Approach. ASTIN Bulletin: The Journal of the IAA, 43, 97-121.
Vitiello, L., & Poon, S. (2010). General equilibrium and preference free model for pricing options under transformed Gamma. Journal of Futures Markets, 30, 409-431.
Wu, Y. C., Liao, S. L., & Shyu, S. D. (2009). Closed-form valuations of basket options using a multivariate normal inverse Gaussian model. Insurance: Mathematics and Economics, 44, 95-102.
Xu, G., & Zheng, H. (2009). Approximate basket options valuation for a jump-diffusion model.
Insurance: Mathematics and Economics, 45, 188-194.
Xu, G., & Zheng, H. (2010). Basket options valuation for a local volatility jump diffusion model with the asymptotic expansion method. Insurance: Mathematics and Economics, 47, 415-422.
Yue, S., Ourada, T., & Bobee, B. (2001). A review of bivariate gamma distribution for hydrological application. Journal of Hydrology, 246, 1-18.
Yueh, M. L., Chiu, H. Y., & Tsai, S. H. (2016). Valuations of Mortality-Linked Structured Products.
The Journal of Derivatives, 24, 66-87.
Zhang, Y., & Dukic, V. (2013). Predicting multivariate insurance loss payments under the bayesian copula framework. Journal of Risk and Insurance, 80, 891-919.
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