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Evaluation of linear asset pricing models by implied portfolio performance

机译:通过隐含的投资组合绩效评估线性资产定价模型

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We present a theoretical perspective that motivates the use of the Generalized Least Squares R-Square, prominently advocated by Lewellen et al. [Lewellen, J., Nagel, S., Shanken, J., forthcoming. A skeptical appraisal of asset-pricing tests. Journal of Financial Economics], as an evaluation measure for multivariate linear asset pricing models. Adapting results from Shanken [Shanken, J., 1985. Multivariate tests of the zero-beta CAPM. Journal of Financial Economics 14, 327-348] and Kandel and Stambaugh [Kandel, S., Stambaugh, R.F., 1995. Portfolio inefficiency and the cross-section of expected returns, journal of Finance 50, 157-184], we provide various interpretations and a graphical account in mean-variance space of this measure, facilitating a better understanding of its properties. We furthermore relate it to another leading evaluation metric, the HJ-distance of Hansen andJagannathan [Hansen, L.P., Jagannathan, R., 1997. Assessing specification errors in stochastic discount factor models. Journal of Finance 52, 557-590], Additionally, we present a comparison between these evaluation measures using mean-variance mathematics in risk-return space, and we provide a simple formula for calculating both model evaluation measures that involves only the parameters of the mean-variance asset and factor frontiers.
机译:我们提出了一种理论观点,该观点激发了Lewellen等人所倡导的广义最小二乘R平方的使用。 [Lewellen,J.,Nagel,S.,Shanken,J.,即将出版。对资产定价测试的怀疑评估。金融经济学杂志],作为多元线性资产定价模型的一种评估方法。改编自Shanken的结果[Shanken,J.,1985。零贝塔CAPM的多变量检验。 《金融经济学杂志》第14期,第327-348页;坎德尔和斯坦博(Kandel and Stambaugh)[坎德尔,S。斯坦博,RF,1995年。投资组合效率低下和预期收益的横截面,《金融杂志》第50期,157-184],我们提供该度量的均值-方差空间中的解释和图形说明,有助于更好地了解其属性。我们还将其与另一个领先的评估指标相关联,即Hansen和Jagannathan的HJ距离[Hansen,L.P.,Jagannathan,R.,1997。在随机贴现因子模型中评估规格误差。 [Journal of Finance 52,557-590],此外,我们在风险收益空间中使用均值方差数学对这些评估方法进行了比较,并提供了一个简单的公式来计算这两种模型评估方法,这些模型评估方法仅涉及指标的参数平均方差资产和因子边界。

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