S&P 500 Earnings Update: S&P 500’s Forward Estimate Increases Are Remarkable

 | Aug 01, 2021 12:42AM ET

As a regular writer, I try not to be hyperbolic in terms of the market or earnings, but the forward estimate increases I’m looking at are nothing short of—well—remarkable for the numbers and the increases.

It’s hard to know where to start.

Here is a quick rundown of what I’m looking at on the S&P 500 earnings spreadsheet updated every week, which incorporates the past week’s data as of Thursday, July 29, 2021:

  • The “expected” S&P 500 EPS growth rate this calendar year is now 44%, versus the “expected” 26% in Apr. 2, 2021 and 23% on Dec. 31, ’20;
  • The “forward 4-quarter” estimate jumped to $204.70 last week from the previous week’s $201.27 and $159.02 as of 12/31/20;
  • The PE ratio is now 22x, about where the PE has been all year;
  • S&P 500 earnings yield: closed at it’s high for 2021 at 4.66%, versus 4.56% last week and 4.23$ on 12/31/20. This is huge—investors are seeing a little PE compression in the S&P 500 with big EPS and revenue increases for Microsoft (NASDAQ:MSFT) and Google (NASDAQ:GOOGL) and such, and yet the S&P 500 was down -0.42% for the week. The S&P 500 earnings yield hit 7% the week of December, 2018, after it corrected 20% in Q4 ’18. In fact, I’d prefer to see the forward earnings yield over 5%, but Street consensus has been far too conservative since the pandemic started.
  • Although there was no trading benefit from the prediction, the Q2 ’21 “bottom-up” estimate rose over $50 last week (as predicted). Nick Colas over at Datatrek was writing about this as well the last month. Readers have to realize that the Q2 ’21 bottom-up estimate was $40 on 12/31/20 and $41 and change on Apr. 2, 2021. It’s up $8 in the last 16 weeks and much of that is Q2 ’21 earnings results.

Why does this matter ? It just shows how conservative sell-side analysts have been since March, 2020.

Let’s look at some sections of the S&P 500 earnings data—readers will see the trends quickly:

S&P 500 bottom-up estimates with the calendar year estimate: