2011
DOI: 10.1016/j.ejor.2011.05.034
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Do investors like to diversify? A study of Markowitz preferences

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Cited by 66 publications
(27 citation statements)
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“…However, it is well known that the market could have other types of investors (see, for example, Friedman and Savage (1948), Markowitz (1952), Thaler and Johnson (1990), Broll et al (2010) and Egozcue et al (2011) for more discussion). Under the assumption that the market could contain more than one type of investor, such as risk averters, as well as risk seekers, in this situations, academics could apply Theorem 1 to test whether Ω B (η) ≥ Ω A (η) for any η ≥ µ A .…”
Section: Market Efficiency and Rationalitymentioning
confidence: 99%
“…However, it is well known that the market could have other types of investors (see, for example, Friedman and Savage (1948), Markowitz (1952), Thaler and Johnson (1990), Broll et al (2010) and Egozcue et al (2011) for more discussion). Under the assumption that the market could contain more than one type of investor, such as risk averters, as well as risk seekers, in this situations, academics could apply Theorem 1 to test whether Ω B (η) ≥ Ω A (η) for any η ≥ µ A .…”
Section: Market Efficiency and Rationalitymentioning
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%