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A Fresh Perspective on Quantile Regression in Macroeconomics

, by Andrea Costa
Forecasts are hardest when they are most needed: at the extreme ends of the spectrum of possibilities. New research hints at better ways to anticipate risks

Quantile regression is a statistical method used to estimate the relationship between variables for different points, or “quantiles”, of the outcome distribution. Instead of focusing only on the average (like traditional regression), it allows to study how predictors influence outcomes at specific levels, such as the median (50th percentile) or the extremes (10th or 90th percentiles). This method has emerged as a powerful tool for understanding the risks lurking at the extreme ends of macroeconomic data—whether it's forecasting recessions or spotting inflation spikes. A recent study, “Specification Choices in Quantile Regression for Empirical Macroeconomics” by Andrea Carriero of Queen Mary University, Todd Clark of the US Federal Reserve Bank, and Massimiliano Marcellino of Bocconi’s Department of Economics, published in the Journal of Applied Econometrics, investigates how different approaches to quantile regression stack up.

The power of quantile regression

Traditional forecasting methods often focus on averages or medians, which tend to gloss over the dramatic events at the extremes. These outliers—such as deep recessions or inflationary spikes—are precisely the moments that can reshape entire economies. Quantile regression breaks free from this limitation, enabling economists to focus on specific points in a data distribution and better understand the “tails” where extreme events reside.

This study explores how various approaches to quantile regression, including classical and modern methodologies, perform in tackling such macroeconomic challenges. In particular, it investigates the value of “shrinkage” techniques, which refine predictions by reducing the influence of irrelevant or noisy data. Among these, Bayesian methods add a statistical finesse by incorporating prior knowledge and providing a richer framework for modeling uncertainty.

A close look at the findings

The analysis spans ten macroeconomic scenarios, from U.S. GDP growth to inflation across advanced economies. The results are compelling. Shrinkage techniques consistently outperform their traditional counterparts, offering a more reliable lens through which to predict extreme economic events. This advantage becomes even more pronounced in data-scarce scenarios, where regular methods struggle to extract meaningful insights.

A particularly striking aspect of the findings is the ability of advanced quantile regression techniques to capture risks in the tails of data distributions. For instance, when predicting sharp economic downturns or inflationary pressures, these methods outperformed standard regression approaches. By focusing on the edges of the distribution, where the most critical risks often lie, they delivered insights that traditional methods could not match.

Implications for policymaking and research

In an era of increasing economic uncertainty, tools that can accurately predict extreme scenarios provide a clear advantage. Whether preparing for potential recessions or designing policies to curb inflation, the ability to anticipate risks is invaluable.

The study also calls for a shift in how macroeconomic forecasting is conducted. It suggests that future research should lean more heavily on Bayesian quantile regression rather than relying on classical techniques. This transition could lead to better out-of-sample predictions, enabling more effective responses to economic crises.

A new chapter in economic forecasting

The study emphasizes that the choice of tools in macroeconomic analysis is not merely a technical detail. It is a critical decision that shapes the clarity and reliability of forecasts. With Bayesian quantile regression leading the way, economists are now better equipped to navigate the uncertainties of the future and provide sharper insights into the risks that define our economic landscape.

MASSIMILIANO MARCELLINO

Bocconi University
Department of Economics