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An Empirical Analysis of Some Aspects of Common Stock Diversification

Published online by Cambridge University Press:  19 October 2009

Extract

Some recent empirical studies have concluded that the common stock investor can virtually eliminate diversifiable risk with a portfolio that contains a “small” number of separate common stock issues [5, 6, 10, 11, 13]. The conclusion has several important implications. One of the inherent limitations of a portfolio manager is his inability to evaluate an infinite number of securities. The seriousness of this problem is directly related to the risks associated with a “small” portfolio. The economic function of a mutual fund industry is to provide diversification and professional management. If it is assured that a “small” portfolio can virtually eliminate diversifiable risk, the necessity of these functions may be questioned. In addition, the strategy of concentration may be less “risky” than is commonly supposed. Finally, the modern portfolio models generally assume that portfolio additions are costless.

Type
Investments I
Copyright
Copyright © School of Business Administration, University of Washington 1971

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References

[1]Bowers, Newton L. Jr, “An Approximation to the Distribution of Annuity Costs,” Society of Actuaries: Transactions, XIX (March 1968), 295309.Google Scholar
[2]Breen, William, and Savage, James, “Portfolio Distributions and Tests of Security Selection Models,” The Journal of Finance, XXIII (December 1968), 805819.Google Scholar
[3]Cornish, E. A., and Fisher, R. A., “Moments and Cumulants in the Specification of Distributions,” Contributions to Mathematical Statistics, Shewhart, Walter A. (New York: John Wiley & Sons, 1950).Google Scholar
[4]Deming, William Edward, Some Theory of Sampling, (New York: John Wiley & Sons, 1950).Google Scholar
[5]Eiteman, Wilford J., and Eiteman, Dean S., Common Stock Values and Yields 1950–61: A Study of Common Stocks as Long-Term Investments with Particular Emphasis on Investment Yields, Michigan Business Reports, No. 40 (Ann Arbor, Michigan: The University of Michigan, 1962).Google Scholar
[6]Evans, John L., and Archer, Stephen H., “Diversification and the Reduction of Dispersion: An Empirical Analysis,” The Journal of Finance, XXIII (December 1968), 761767.Google Scholar
[7]Fisher, Lawrence, “Outcomes for ‘Random’ Investments in Common Stocks Listed on the New York Stock Exchange,” The Journal of Business, XXXVIII (April 1965), 149161.CrossRefGoogle Scholar
[8]Fisher, Lawrence, “Some New Stock-Market Indexes,” The Journal of Business, XXXIX (January 1966), 191225.CrossRefGoogle Scholar
[9]Fisher, Lawrence and Lorie, J. H., “Rates of Return on Investments in Common Stocks,” The Journal of Business, XXXVII (January 1964), 121.CrossRefGoogle Scholar
[10]Fisher, Lawrence, “Some Studies of Variability of Returns on Investments in Common Stocks,” The Journal of Business, XLIII (April 1970), 99134.CrossRefGoogle Scholar
[11]Gaumnitz, Jack E., Maximal Gains from Diversification An Examination of the Number of Securities in a Common Stock Portfolio, Working Paper No. 10 (Lawrence, Kansas: The University of Kansas, 1968).Google Scholar
[12]Kendall, Maurice G., and Stuart, Alan, The Advanced Theory of Statistics, Vol. I: distribution Theory, 2nd ed. (New York: Hafner Publishing Co., 1963).Google Scholar
[13]Latané, Henry A., and Young, William E., “Test of Portfolio Building Rules,” The Journal of Finance, XXIV (September 1969), 595612.CrossRefGoogle Scholar