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The Diversification Puzzle

机译:多元化难题

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摘要

The levels of diversification in U.S. investors' equity portfolios present a puzzle. Today's optimal level of diversification, measured by the rules of mean-variance portfolio theory, exceeds 300 stocks, but the average investor holds only 3 or 4 stocks. The diversification puzzle can be solved, however, in the context of behavioral portfolio theory. In behavioral portfolio theory, investors construct their portfolios as layered pyramids in which the bottom layers are designed for downside protection and the top layers are designed for upside potential. Risk aversion gives way to risk seeking at the uppermost layer as the desire to avoid poverty gives way to the desire for riches. But what motivates this behavior is the aspirations of investors, not their attitudes toward risk. Some investors fill the uppermost layer with the few stocks of an undiversified portfolio; others fill it with lottery tickets. Neither lottery buying nor undiversified portfolios are consistent with mean-variance portfolio theory, but both are consistent with behavioral portfolio theory.
机译:美国投资者股票投资组合的多元化水平令人困惑。通过均值方差投资组合理论的规则衡量,当今的最佳多元化水平超过了300只股票,但普通投资者仅持有3或4只股票。然而,在行为投资组合理论的背景下,多元化难题可以解决。在行为投资组合理论中,投资者将投资组合构建为分层金字塔,其中底层设计用于下行保护,顶层设计用于上行潜力。避免厌恶的欲望让位于对财富的渴望,而对风险的厌恶让位于最高层的寻求风险的途径。但是,促使这种行为发生的原因是投资者的抱负,而不是他们对风险的态度。一些投资者用最分散的投资组合中的几只股票填补了最上层。其他人用彩票填充它。彩票购买和未分散的投资组合都与均值方差投资组合理论不一致,但都与行为投资组合理论一致。

著录项

  • 来源
    《Financial Analysts Journal》 |2004年第4期|p.44-53|共10页
  • 作者

    Meir Statman;

  • 作者单位

    Finance at Santa Clara University, California;

  • 收录信息
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 f;
  • 关键词

  • 入库时间 2022-08-17 23:46:13

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