Abstract
A portfolio insurance strategy is a dynamic hedging process that provides the investor with the potential to limit downside risk while allowing participation on the upside so as to maximize the terminal value of a portfolio over a given investment horizon. This chapter firstly introduces the basic concepts and payoffs of a portfolio insurance strategy. Secondly, it describes the theory of alternative portfolio insurance strategies. Thirdly, it provides the market developments of portfolio insurance strategies and real examples of structured products. Fourthly, it addresses the implications of these strategies on the financial market stability. Finally, it empirically compares the performances of various portfolio insurance strategies during different markets and time periods.
Similar content being viewed by others
Notes
- 1.
The magnitude of the multiplier depends on the discount factor. The lower the discount factor, the lower the multiplier in order to keep the initial exposure fixed at 25%, i.e., E = m * (V − FL).
References
Bertrand, P., and J. L. Prigent. 2001. Portfolio insurance: The extreme value approach to the CPPI method. Thema University of Cergy, Working paper 2001-A13.
Bertrand, P., and J.L. Prigent. 2005. Portfolio insurance strategies: OBPI versus CPPI. Finance 26 (1): 5–32.
Black, F., and R. Jones. 1987. Simplifying portfolio insurance. Journal of Portfolio Management: 48–51.
Black, F., and M. Scholes. 1973. The pricing of options and corporate liabilities. Journal of Political Economy 81: 637–659.
Cesari, R., and D. Cremonini. 2003. Benchmarking, portfolio insurance and technical analysis: A Monte Carlo comparison of dynamic strategies of asset allocation. Journal of Economic Dynamics & Control 27: 987–1011.
Do, B.H. 2002. Relative performance of dynamic portfolio insurance strategies: Australian evidence. Accounting and Finance 42: 279–296.
Do, B.H., and R.W. Faff. 2004. Do futures-based strategies enhance dynamic portfolio insurance? The Journal of Futures Markets 24 (6): 591–608.
Duarte, J. 2008. The causal effect of mortgage refinancing on interest rate volatility: Empirical evidence and theoretical implications. The Review of Financial Studies 21 (4): 1689–1731.
Estep, T., and M. Kritzman. 1988. TIPP: Insurance without complexity. Journal of Portfolio Management 14 (4): 38–42.
Garman, M.B., and S.W. Kohlhagen. 1983. Foreign currency option values. Journal of International Money and Finance 2: 231–237.
Hakanoglu, E., R. Kopprasch, and E. Roman. 1989. Constant proportion portfolio insurance for fixed-income investment: A useful variation on CPPI. Journal of Portfolio Management 15 (4): 58–66.
Hamidi B., E. Jurczenko, and B. Maillet. 2009. A CAViaR modelling for a simple time-varying proportion portfolio insurance strategy. Bankers, Markets and Investors, September–October, 4–21.
Herold, U., R. Maurer, and N. Purschaker. 2005. Total return fixed-income portfolio management: A risk-based dynamic strategy. Journal of Portfolio Management: 31 (3): 32–43.
Ho, L.C., J. Cadle, and M. Theobald. 2011. An analysis of risk-based asset allocation and portfolio insurance strategies. Review of Quantitative Finance and Accounting 36 (2): 247–267.
Leland, H. 1985. Option pricing and replication with transaction costs. Journal of Finance 40: 1283–1301.
Loria, S., T.M. Pham, and A.B. Sim. 1991. The performance of a stock index futures-based portfolio insurance scheme: Australian evidence. Review of Futures Markets 10 (3): 438–457.
Pain, D., and J. Rand. 2008. Recent developments in portfolio insurance. Bank of England Quarterly Bulletin Q1: 37–46.
Perold, A. R. 1986. Constant proportion portfolio insurance. Harvard Business School, Working paper.
Perold, A.R., and W.F. Sharpe. 1988. Dynamic strategies for asset allocation. Financial Analysts Journal 44 (1): 16–27.
Rendleman, R.J., Jr., and T.J. O’Brien. 1990. The effects of volatility misestimation on option-replication portfolio insurance. Financial Analysts Journal 46 (3): 61–70.
Rubinstein, M., and H.E. Leland. 1981. Replicating options with positions in stock and cash. Financial Analysts Journal 37: 63–72.
Zhao, Y., and W.T. Ziemba. 2000. A dynamic asset allocation model with downside risk control. Journal of Risk 3 (1): 91–113.
Zhu, Y., and R.C. Kavee. 1988. Performance of portfolio insurance strategies. Journal of Portfolio Management 14 (3): 48–54.
Author information
Authors and Affiliations
Corresponding author
Editor information
Editors and Affiliations
Rights and permissions
Copyright information
© 2021 Springer Nature Switzerland AG
About this entry
Cite this entry
Ho, Lc., Cadle, J., Theobald, M. (2021). Portfolio Insurance Strategies. In: Lee, CF., Lee, A.C. (eds) Encyclopedia of Finance. Springer, Cham. https://doi.org/10.1007/978-3-030-73443-5_62-1
Download citation
DOI: https://doi.org/10.1007/978-3-030-73443-5_62-1
Received:
Accepted:
Published:
Publisher Name: Springer, Cham
Print ISBN: 978-3-030-73443-5
Online ISBN: 978-3-030-73443-5
eBook Packages: Springer Reference Economics and FinanceReference Module Humanities and Social SciencesReference Module Business, Economics and Social Sciences