Beware Wall Street’s Growing Discord on Earnings

With all the uncertainty around big policy questions that directly affect companies, notably tariffs and immigration, forecasting has become thorny for Wall Street analysts. “In my career, I don’t recall so much uncertainty in such a short period of time,” veteran analyst Ed Yardeni told Bloomberg News recently. David Kostin, Goldman Sachs Group Inc.’s chief US equity strategist, cautioned clients that “the shifting tariff landscape creates large uncertainty around our earnings forecasts.”

Indeed, analysts increasingly disagree about what that uncertainty means for corporate profits, as I pointed out in a recent column. While the average earnings forecast for the S&P 500 Index over the next year has risen since the Trump administration’s tariff rollout on April 2, the variability around that average has widened, showing the difficulty of pinning down earnings.

Analysts, after all, don’t have any special power of foresight. Historically, their forecasts have been very reliable when earnings are growing but less dependable around turns, which makes sense. Earnings tend to grow steadily from year to year, so forecasting a 5% to 10% increase in profits, which is usually what they do on average, is normally a safe bet. Occasionally, though, earnings are thrown off course by some unusual event, such as a financial crisis or pandemic or the bursting of a speculative bubble. Those reversals are hard to anticipate.

But what if growing disagreement among analysts is an early warning sign of pending disruption — or at least of a rising probability of disruption? To answer that question, I compiled the variability of analyst estimates at year end for each company in the S&P 500 back to 1990,1 the longest period for which Bloomberg data is available. I then calculated the average variability across all companies to see the extent to which consensus among analysts is growing or declining from year to year. (I intentionally focused on averages rather than medians because I wanted to account for outliers, although the results are not materially different using medians.)