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Robust tests for change in intercept and slope in linear regression models with application to manager performance in the mutual fund industry

机译:线性回归模型中截距和斜率变化的鲁棒性测试及其在共同基金行业中经理业绩的应用

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摘要

Financial as well as economic theory have developed models which can be used to evaluate performance of mutual funds and that can assist regulators in monitoring performance of financial markets. These models make use of linear regressions models to provide this information. In particular, interest lies with the intercept parameter of these models and whether it is time varying. In applications to mutual fund performance, time varying alpha indicates a change in manager's stock selecting abilities. In applications to regulation of financial markets, time-varying alpha indicates potential changes to equity returns based on undisclosed information. These are importance concerns and emphasize the need to have accurate methods to disentangle changes in intercept from slope in these models. Here, a novel bivariate statistic is developed that can be used for this purpose. It has many attractive features. For example, the use of weight functions improves its power for discrete changes in intercept/slope that occur late/early in the sample, allows intercept/slope to change at different dates, allows for control of global error rates; and avoids trimming. (C) 2016 Elsevier B.V. All rights reserved.
机译:金融理论和经济理论已经开发出可用于评估共同基金绩效的模型,并且可以帮助监管机构监视金融市场的绩效。这些模型利用线性回归模型来提供此信息。特别是,这些模型的拦截参数及其是否随时间变化是人们关注的焦点。在共同基金业绩的申请中,随时间变化的alpha表示经理的选股能力发生了变化。在监管金融市场的应用中,随时间变化的alpha表示基于未公开信息的股本收益率的潜在变化。这些都是重要的考虑因素,并强调了在这些模型中需要有准确的方法来解开斜率截距变化的方法。在此,开发了一种新的双变量统计量,可用于此目的。它具有许多吸引人的功能。例如,权重函数的使用提高了其在样本中早/晚发生的截距/斜率离散变化的能力,允许截距/斜率在不同日期发生变化,可以控制整体错误率;并避免修剪。 (C)2016 Elsevier B.V.保留所有权利。

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