Modifying unemployment-based recession indicators using disaggregated metrics, such as for labor utilization measures, education, race, and gender, creates more responsive indicators that can also be used to reveal labor market disparities. Adjusting the Sahm Rule can also highlight how vulnerable groups experience downturns earlier and more intensely, providing equitable insights for recession detection and policy design.
Can we better indicate recessions? Are there coindicators? Do recessions hit all people, all the same, all of the
time? Or do some people get hit first, are those recessions more harsh, are they longer? How do we evaluate or
compare the mix bag of rule-of-thumb and tea leaf indicators that we do have, can we add rigor to those tools? And
maybe most importantly, can we bend those same tools, not just to be more rigorous but to more-meaningfully speak
to issues of underlying economic well-being, before those tools break?
The
Modified Sahm Rule
formalizes a method by which parameters can be adjusted in a flexible turning point framework that accepts
many different types of data, provides robust and advanced indication of economic downturns, and can be utilized
with a range of inputs from comprehensive measures of labor utilization to more-sentimental datasets, and
collectively concludes on a narrow band of fairly intuitive results: namely, recessions tend to hit vulnerable
populations first.
Disaggregating for unemployment by education, gender, race, and so on, reveals that more economically vulnerable populations are more sensitive to changes in the labor market, and by extension recessions themselves. Additionally, more comprehensive measures of labor utilization like U-6 provide leading indication to recession relative to conventional measures of unemployment. Which both match the theoretical understandings of the internal/external margins of labor supply, and are fairly intuitive to explain whereas in a downturn, before a worker is laid off their hours are likely to be reduced.
The Modified Sahm Rule consists of two components: the minuend, \( \lambda_{i,t} \), and the subtrahend, \(
\gamma_{j,t} \).
The Modified Sahm Rule is defined as:
where:
The recession indicator \( R_t \) is triggered when the Sahm Rule exceeds a threshold \( \alpha \):
Note the following:
Most of the popular recession indicators now rely on employment data,
generally unemployment data, even more specifically the U-3 measure of unemployment.
But what are the benefits of using the most standard measure of unemployment?
And is there a better metric?
The
Modified Sahm Rule
utilizing different measures of labor utilization highlights the fact that more comprehensive measures,
like the U-4 to U-6 measure, are more responsive to changes in the underlying economy.
This becomes intuitive when we understand recessions as effecting the demand for labor, and the more comprehensive
measures of labor utilization are simply better-suited at capturing more sesnitive changes in the labor market.
The Modified Sahm Rule, using U-6 measure of labor utilization, is the most responsive indicator.
Providing well-calibrated early warning signs of any concerning trends in the labor market.
The Modified Sahm Rule, as opposed to the Relative Sahm Rule, behaves similarly to the Traditional Sahm Rule.
Whereas the Relative Sahm Rule is designed to highlight relative differences across the economy, with more
exacting diagnosis.
The Modified Sahm Rule is designed to simply create faster indicators.
The Modified Sahm Rule can also be used with unemployment data disaggregated by educational attainment. The Modified Sahm Rule, using unemployment data disaggregated by educational attainment, is the most responsive indicator. It provides well-calibrated early warning signs of emerging trends in the labor market. Unlike the Relative Sahm Rule, which is designed to highlight disparities across different education levels and provide more nuanced diagnoses, the Modified Sahm Rule focuses on delivering faster and broader indicators. This makes it particularly useful for identifying shifts in labor utilization that might otherwise go unnoticed in aggregate data.