Satisficing Measures for Analysis of Risky Positions
David B. Brown
Duke University - Decision Sciences
NUS Business School, National University of Singapore
February 8, 2008
In this work we introduce a class of measures for evaluating the quality of financial positions based on their ability to achieve desired financial goals. In the spirit of Simon (1959), we call these measures satisficing measures and show that they are dual to classes of risk measures. This approach has the advantage that aspiration levels, either competing benchmarks or fixed targets, are often much more natural to specify than risk tolerance parameters. In addition, we propose a class of satisficing measures that reward diversification. Finding optimal portfolios for such satisficing measures is computationally tractable. Moreover, this class of satisficing measures has an ambiguity interpretation in terms of robust guarantees on the expected performance as the underlying distribution deviates from the investor's reference distribution. Finally, we show some promising results for our approach compared to traditional methods in a real-world portfolio problem against a competing benchmark.
Keywords: satisficing, aspiration levels, risk measures, coherent risk measures, convex risk measures, targets, portfolio optimizationworking papers series
Date posted: June 22, 2007 ; Last revised: September 21, 2008
© 2013 Social Science Electronic Publishing, Inc. All Rights Reserved.
This page was processed by apollo1 in 1.328 seconds