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Discounting earnings with stochastic discount rates

机译:用随机折扣率折现收益

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This paper presents new equity valuation formulae in closed form that extend the abnormal earnings growth (AEG) valuation of Ohlson[2005. On Accounting-Based Valuation Formulae. Review of Accounting Studies 10: 323-347] to the cases of time-varying or stochastic cost of capital as in Ang and Liu[2004. How to Discount Cash Flows with Time-Varying Expected Returns. Journal of Finance 59 (6): 2745-2783] or to cases of stochastic interest rates as in Ang and Liu[2001. A General Affine Earnings Valuation Model. Review of Accounting Studies 6: 397-425]. Interest rates are modelled by quadratic term structure models, which are not hindered by restrictions to factors correlation or by other shortcomings of affine term structure models in discounting long-term earnings. This is crucial since valuation can be very sensitive to the correlation between the factors driving earnings and interest rates. Positive correlation reduces price-earnings ratios according to USdata. Valuation is also sensitive to the volatility' ofabnormal earnings growth. The residual earnings risk-neutral valuation of Ang and Liu(2001) is adapted to quadratic term structure models.
机译:本文以封闭形式提出了新的股票估值公式,这些公式扩展了Ohlson [2005]的异常收益增长(AEG)估值。基于会计的估值公式。会计研究述评[10:323-347],如Ang和Liu [2004]中关于资本的时变或随机成本的案例。如何用随时间变化的预期收益折现现金流量。金融学杂志59(6):2745-2783]或关于随机利率的案例,如Ang和Liu [2001]。通用仿射收入评估模型。会计研究评论6:397-425]。利率由二次期限结构模型建模,不受因子相关性限制或仿射期限结构模型在折算长期收益方面的其他缺点所阻碍。这一点至关重要,因为估值对驱动收入和利率的因素之间的相关性非常敏感。根据USdata,正相关降低了市盈率。估值也对收入异常增长的波动性敏感。 Ang和Liu(2001)的剩余收益风险中性估值适用于二次期限结构模型。

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