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The Measurement of Investment Risk

Published online by Cambridge University Press:  03 October 2014

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1.1 In the paper “Improving the Performance of Equity Portfolios” by Clarkson and Plymen (presented to the Institute of Actuaries on 25th April 1988) the authors concluded that Modem Portfolio Theory methods made no contribution whatever to improving the performance of equity portfolios and suggested that attention should be paid instead to the application of fundamental analysis, which—if carried out by skilled and experienced analysts—should lead to higher expected returns. The only practical application of techniques related to Modem Portfolio Theory appeared to be in the area of Index Funds, where it is desired to track the performance of a chosen index as closely as possible.

Type
Research Article
Copyright
Copyright © Institute and Faculty of Actuaries 1987

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References

1.Clarkson, R. S. and Plymen, J. (1987). Improving the Performance of Equity Portfolios.CrossRefGoogle Scholar
2.Markowitz, H. M. (1952). Portfolio Selection. The Journal of Finance, VII, 77.Google Scholar
3.Clarkson, R. S. (1978). A Mathematical Model for the Gilt-Edged Market. T.F.A., 36, 85.Google Scholar
4.Burman, J. P. and White, W. R. Yield Curves for Gilt-Edged Stocks. Bank of England Quarterly Bulletin, December 1972.Google Scholar
5.Burman, J. P. et al. Yield Curves for Gilt-Edged Stocks: Further Investigation. Bank of England Quarterly Bulletin, September 1973.Google Scholar
6.Tobin, J. (1958). Liquidity Preference Towards Risk. Review of Economic Studies, XXV, 65.CrossRefGoogle Scholar
7.Sharpe, W. F. (1963). A Simplified Model for Portfolio Analysis. Management Science, IX, 277.CrossRefGoogle Scholar
8.Sharpe, W. F. (1964). Capital Asset Prices: A Theory of Market Equilibrium under Considerations of Risk. Journal of Finance, XIX, 425.Google Scholar
9.Moore, P. G. (1972). Mathematical Models in Portfolio Selection. J.I.A., 98, 103.Google Scholar
10.Sharpe, W. F. (1970). Portfolio Theory and Capital Markets. McGraw-Hill, New York.Google Scholar
11.Weaver, D. and Hall, M. G. (1967). The Evaluation of Ordinary Shares using a Computer. J.I.A., 98, 103.Google Scholar
12.Plymen, J. and Prevett, R. M. (1972). The Computer for Investment Research. T.F.A., 33, 143.Google Scholar
13.Whitbeck, V. S. and Kisor, M. (1963). A New Tool in Investment Decision-Making. Financial Analysts Journal. XIX, 55.CrossRefGoogle Scholar
14.Cootner, P. H. (1962). Stock Prices: Random vs Systematic Changes. Industrial Management Review, 111, 24.Google Scholar
15.Wise, A. J. (1984). The Matching of Assets to Liabilities. J.I.A., 111, 445.Google Scholar
16.Wilkie, A. D. (1985). Portfolio Selection in the Presence of Fixed Liabilities: a Comment on “The Matching of Assets to Liabilities”. J.I.A., 112, 229.Google Scholar
17.Wise, A. J. (1987). Matching and Portfolio Selection: Part 1. J.I.A., 114, 113.Google Scholar
18.Markowitz, H. M. (1987). Mean-Variance Analysis in Portfolio Choice and Capital Markets. Blackwell.Google Scholar