The unadjusted individual dispersion gives an initial impression of perceived uncertainty, but it depends mechanically on the expected level of inflation or growth: the higher the expected level, the wider the range of scenarios considered plausible, even if the degree of uncertainty remains unchanged. Therefore, this essentially statistical relationship does not necessarily reflect an increase in economic uncertainty in the strict sense. To isolate the component of dispersion purely linked to uncertainty, we propose an adjustment of this scale effect using a statistical correction similar to a “coefficient of variation” normalisation, but adapted to inflation. Rather than expressing the dispersion relative to the average, we express it relative to the expected dispersion given the distance of expectations away from the 2% target. A more comprehensive analysis of this method and its implications for lending to firms is presented in a related working paper.
A standardised uncertainty indicator for comparing periods
The unadjusted measure of uncertainty tends to increase mechanically when the average forecast moves away from the target. An expectation of higher inflation is often accompanied by a broader dispersion of possible scenarios, as shown in Chart 3. Chart 3 describes, for each professional forecaster and for each quarter, the individual variance of the distribution of expected inflation based on the difference between their baseline expectation and the 2% target. This relationship reflects a simple mechanism: when expected inflation shifts significantly from the target, the unadjusted variance increases mechanically, not because forecasters necessarily become more uncertain, but because a higher level automatically widens the range of possible values. To isolate the uncertainty from this mechanical dispersion, we develop a standardised indicator based on a method similar to a variance-stabilising transformation. For inflation, it neutralises the effect linked to the level of the forecast, based on the observed relationship between the reported dispersion and the distance of the forecast from the 2% target. We apply the same approach to growth, but this time comparing it to a target that corresponds to what economists call the euro area's potential growth, i.e. the growth rate that the economy can sustain over the long term without an acceleration or deceleration of inflation. To estimate this, we use a method that extracts the long-term trend from the euro area GDP series, isolating sustainable movements from temporary fluctuations linked to the cycle.
Chart 3: Individual uncertainty about inflation depending on distance from target