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Estimation and Testing of Forecast Rationality under Flexible Loss

机译:弹性损失下预测合理性的估计与检验

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In situations where a sequence of forecasts is observed,a common strategy is to examine "rationality" conditional on a given loss function.We examine this from a different perspective- supposing that we have a family of loss functions indexed by unknown shape parameters,then given the forecasts can we back out the loss function parameters consistent with the forecasts being rational even when we do not observe the underlying forecasting model? We establish identification of the parameters of a general class of loss functions that nest popular loss functions as special cases and provide estimation methods and asymptotic distributional results for these parameters.This allows us to construct new tests of forecast rationality that allow for asymmetric loss.The methods are applied in an empirical analysis of IMF and OECD forecasts of budget deficits for the G7 countries.We find that allowing for asymmetric loss can significantly change the outcome of empirical tests of forecast rationality.
机译:在观察到一系列预测的情况下,一种常见的策略是检查以给定损失函数为条件的“合理性”。我们从不同的角度进行检查-假设我们有一组由未知形状参数索引的损失函数,然后给定预测,即使我们没有观察到基础的预测模型,我们也可以撤消与合理的预测一致的损失函数参数吗?我们建立对一般类损失函数的参数的识别,这些类将流行的损失函数嵌套在特殊情况下,并为这些参数提供估计方法和渐近分布结果,这使我们能够构建新的预测合理性检验,以允许非对称损失。方法被用于对IMF和OECD七国集团预算赤字预测的实证分析。我们发现允许不对称损失可以显着改变对预测合理性的实证检验的结果。

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