Jay Hatfield: An already-announced PCE revision will lower core toward about 3 within about two weeks, making a hike-then-look-foolish sequence irrational

The Gist

The government already announced it will fix the goofy PCE pieces at month-end, about two weeks after this Fed meeting. Hiking into that revision is asking to look foolish when the print comes down. Waller has already been looking past the dirty bits. Steelman reconstruction for analysis; not an endorsement of Hatfield's market call or Fed forecast.

Conclusion

Because an already-announced PCE methodology revision is due about two weeks after this FOMC decision and is expected to lower measured core toward about 3 (with Hatfield's corrected reading much lower), hiking now sets up an irrational hike-then-revise sequence.

Premises

  1. Hatfield says BEA has already announced a partial revision of the silliest PCE components (software and portfolio management), due at the end of the month and therefore imminent relative to this FOMC meeting.
  2. He expects core PCE to come down toward about 3, closing part of the gap that hawks cite, and he estimates that correcting those components would annualize near 1.6% on the recent three-month story.
  3. He argues the Fed should not raise rates and then, about two weeks later, watch the PCE data revise down.
  4. He says Waller already foreshadowed attention to corrected core / data that recognize the dislocation in PCE.
  5. Calendar arithmetic for mid-September 2026 puts the FOMC decision on September 15-16 and the Personal Income and Outlays plus annual update on September 30, about two weeks later.

Assumptions

Analysis

Overall strength: Weak. Argument type: Inductive.

Premise Strength

Potential Fallacies

Counterarguments

Suggested Improvements

Scenario Tests

Coherence & Relevance

The argument is internally coherent as a narrative but structurally uneven: the timing premises (P1, P5) are well-supported and uncontested, while the premises that actually generate the strong policy conclusion (P2's magnitude claim and P3's normative framing) are comparatively weak and, in the case of P2, contradicted by evidence embedded in the argument's own supporting assumptions. The appeal to Waller (P4) is accurately sourced but rhetorically overextended relative to what the underlying remarks support. The result is an argument that borrows credibility from its solid factual scaffolding to carry a much more speculative and contested predictive and normative payload.

View this argument on LogicFirst.ai