Addressing Puzzle About Equity Valuation Using Multiples: How Earnings Forecasts Outperform Residual Income Model in Multiples

Ja Ryong Kim
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Abstract

Since Liu, Nissim and Thomas (LNT, 2002), researchers have been perplexed by how simple earnings forecasts using multiples, apparently outperform the theory-based residual income model in terms of pricing error. This paper explains mathematically how LNT (2002) find this curious result and demonstrates that, in terms of pricing error, the majority of residual income models in fact outperform earnings forecasts using multiples. The explanation for the LNT (2002) result is in their selection of comparators: they choose residual income models that perform the worst among residual income models, and compare them with the best performing multiples. In terms of future return generation, this paper reports that the majority of residual income models again outperform earnings forecasts using multiples, further supporting the superiority of theory-based valuation models to rule-of-thumb based models in price estimation and future return generation. The paper resolves a decade-old puzzle in equity valuation and demonstrates that theory-based valuation models are empirically superior to rule-of-thumb based valuation models.
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利用倍数解决股票估值难题:收益预测在倍数下如何优于剩余收益模型
自Liu, Nissim和Thomas (LNT, 2002)以来,研究人员一直困惑于使用倍数的简单收益预测如何在定价误差方面明显优于基于理论的剩余收益模型。本文从数学上解释了LNT(2002)如何发现这一奇怪的结果,并证明,就定价误差而言,大多数剩余收入模型实际上优于使用倍数的收益预测。对LNT(2002)结果的解释在于他们对比较器的选择:他们在剩余收入模型中选择表现最差的剩余收入模型,并将其与表现最好的倍数进行比较。在未来收益生成方面,本文报告大多数剩余收益模型再次优于使用倍数的收益预测,进一步支持基于理论的估值模型在价格估计和未来收益生成方面优于基于经验的模型。本文解决了一个困扰股票估值十年之久的难题,并证明了基于理论的估值模型在经验上优于基于经验的估值模型。
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