2010
DOI: 10.1093/amrx/abq013
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Prospect Theory, Indifference Curves, and Hedging Risks

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Cited by 51 publications
(34 citation statements)
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“…However, there are many other types of investors with different kinds of behaviors, for example, risk averters (Markowitz, 1952), risk 20 seekers (Wong and Li, 1999;Wong, 2007;Guo and Wong, 2016), and investors with S-shaped and reversed S-shaped utility functions Levy, 2002, 2004;Wong and Chan, 2008;Broll, et al, 2010;Egozcue, et al, 2011;Bai, et al, 2011). Extension to the study on other behavioral biases should, therefore, be made in the future.…”
Section: Empirical Findingsmentioning
confidence: 99%
“…However, there are many other types of investors with different kinds of behaviors, for example, risk averters (Markowitz, 1952), risk 20 seekers (Wong and Li, 1999;Wong, 2007;Guo and Wong, 2016), and investors with S-shaped and reversed S-shaped utility functions Levy, 2002, 2004;Wong and Chan, 2008;Broll, et al, 2010;Egozcue, et al, 2011;Bai, et al, 2011). Extension to the study on other behavioral biases should, therefore, be made in the future.…”
Section: Empirical Findingsmentioning
confidence: 99%
“…Markowitz (1952), Levy andLevy (2002, 2004), Wong and Chan (2008), among others, suggest investors could follow S-shaped as well as reverse S-shaped utility functions. Broll, Egozcue, Wong, Zitikis (2010), and Egozcue, Fuentes García, Wong, and Zitikis (2011) argue that investment behavior for investors could follow S-shaped as well as reverse S-shaped utility functions. Recently, Guo, Qiao, and Wong (2017) introduce a new utility function for investors that consists of both risk-averse and risk-seeking components to provide a new solution to answer the observation posed by Friedman and Savage (1948) that investors buy insurance and also try their luck with lotteries.…”
Section: Utility Functionsmentioning
confidence: 99%
“…Recent advances in decision theory under risk focus on S-shaped or reverse S-shaped utility functions (Levy and Levy, 2004;Wong and Chan, 2008). Broll et al (2010) or Egozcue et al (2011) studied the properties of (µ, σ)-indifference curves with reverse S-shaped utility functions.…”
Section: Parallelsmentioning
confidence: 99%