Portfolio Selection with Skewness
Konno et al. (1993) proposed a method for incorporating skewness into the portfolio optimization problem. This paper extends their technique and proposes a modification which leads to portfolios with improved characteristics. The model is then used to analyze the potential for put options to increase the skewness of portfolios. This strategy is tested with historical returns on a portfolio of TSE stocks. Compared to the Konno et al. (1993) approach our resulting portfolio has higher skewness and lower variance; with expected return being equal.
- Boyle, P. P., Ananthananarayanan, A.L. (1979) The impact of variance estimation in option valuation models. Journal of Financial Economics 6: pp. 375-388
- Davies, R. J., Kat, H. M., Lu, S. (2004) Fund of Hedge Fund Portfolio Selection: A Multiple Objective Approach. Cass Business School, City University, London UK
- Kahneman, D., Tversky, A. (1979) Prospect theory: an analysis of decision under risk. Econometrica 47: pp. 263-292
- Konno, H., Shirakawa, H., Yamazaki, H. (1993) A mean-absolute deviation-skewness portfolio optimization model. Annals of Operations Research 45: pp. 205-220 CrossRef
- Lee, P.J. (1992) Portfolio selection in the presence of options and the distribution of return of portfolios containing options. 3rd AFIR International Colloquium 2: pp. 691-709
- Markowitz, H. (1952) Portfolio selection. Journal of Finance 7: pp. 77-91
- Levy, H., Levy, M. (2004) Prospect theory and mean-variance analysis. Review of Financial Studies 17: pp. 1015-1041 CrossRef
- Sun, Q., Yan, Y. (2003) Skewness persistence with optimal portfolio selection. Journal of Banking and Finance 27: pp. 1111-1121 CrossRef
- Portfolio Selection with Skewness
- Book Title
- Numerical Methods in Finance
- pp 227-240
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- Springer US
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- Springer Science+Business Media, Inc.
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