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Economics Research InternationalVolume 2011 2011, Article ID 781760, 9 pages

Research ArticleFaculty of Economics, University of Agder, Service Box 422, 4604 Kristiansand, Norway

Received 6 December 2010; Revised 20 April 2011; Accepted 4 May 2011

Academic Editor: Yi-Ming Wei

Copyright © 2011 Valeriy Zakamulin. This is an open access article distributed under the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.

Abstract

In the presence of a risk-free asset the investment opportunity set obtained via the Markowitz portfolio optimization procedure is usually characterized in terms of the vector of excess returns on individual risky assets and the variance-covariance matrix. We show that the investment opportunity set can alternatively be characterized in terms of the vector of Sharpe ratios of individual risky assets and the correlation matrix. This implies that the changes in the characteristics of individual risky assets that preserve the Sharpe ratios and the correlation matrix do not change the investment opportunity set. The alternative characterization makes it simple to perform a comparative static analysis that provides an answer to the question of what happens with the investment opportunity set when we change the risk-return characteristics of individual risky assets. We demonstrate the advantages of using the alternative characterization of the investment opportunity set in the investment practice. The Sharpe ratio thinking also motivates reconsidering the CAPM relationship and adjusting Jensen-s alpha in order to properly measure abnormal portfolio performance.





Autor: Valeriy Zakamulin

Fuente: https://www.hindawi.com/



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