Sequentially valid inference for probabilistic inflation forecasts

📅 2026-08-24
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🤖 AI Summary
本文针对概率性通胀预测的连续评估问题,提出了一种基于e值的新序列测试方法,该方法能够提供始终有效的推断,并能更准确地识别预测偏差。
📝 Abstract
Traditional statistical tests are poorly suited for the sequential evaluation of probabilistic forecast calibration. We address this limitation in macroeconomic forecasting by applying a new sequential testing method based on e-values. The e-value-based methodology enables anytime-valid inference. It allows practitioners to test against calibration continuously without invalidating statistical guarantees. To illustrate the framework's practical value, we apply it to probabilistic inflation forecasts for the United States, the Euro Area, and Switzerland. Our analysis shows that the sequential approach gives detailed insights into the timing and nature of forecast misspecification. We find these diagnostics are particularly insightful during major structural breaks. During these events, we find evidence against calibration that static, full-sample tests often miss. Therefore, this work shows that e-value-based tests are a practical method for the evaluation of forecast calibration in empirical macroeconomics.
Problem

Research questions and friction points this paper is trying to address.

sequential evaluation
probabilistic forecast calibration
macroeconomic forecasting
Innovation

Methods, ideas, or system contributions that make the work stand out.

e-value
sequential testing
forecast calibration
macroeconomic forecasting
anytime-valid inference
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A
Amadeo Grob
University of St. Gallen, Mathematics and Statistics Division, Rosenbergstrasse 22, 9000 St. Gallen, Switzerland
M
Maurizio Daniele
ETH Zürich, KOF Swiss Economic Institute, 8092 Zurich, Switzerland
Johanna Ziegel
Johanna Ziegel
Professor of Statistics, ETH Zurich
Statistical ForecastingRisk MeasuresPostitive Definite FunctionsStereologyCopulas