Pattern Detail

Pre-Holiday Effect

Whether the session right before a US market holiday produces different RTH returns than a normal day.

Reliable effect

None

No window is distinguishable from the baseline.

Baseline Avg Return

+0.065%

Across 4,724 NQ sessions (1d)

Windows tested

1

0 reliable, 1 within noise

Summary

No window beats the all-session baseline beyond chance. Every difference below is within the margin of error, the seasonal effect is not measurable here.

Per-Window Stats

Window Sessions Avg Return % Up Std Dev Δ vs Baseline Verdict
Pre Holiday 56 +0.072% 60.7% 1.11% +0.007% Noise
Baseline (all sessions) 4,724 +0.065% 55.6% 1.41%

"Reliable" = the window's average return differs from the all-session baseline beyond a 95% chance threshold, on at least 30 sessions. Everything else is within the margin of error.

What this pattern measures

A pre-holiday session is the last trading session immediately before a US market holiday. Detected empirically from gaps in the data: any session where the next trading session is more than the expected one calendar day away (or more than three days for a Friday) is treated as a pre-holiday session.

Definitions used on this page:

  • Sessions are aggregated from RTH bars only (08:30 to 15:00 Central Time for CME equity index futures).
  • Return is (close − prior close) / prior close.
  • Holidays are inferred from the data itself. There is no hardcoded NYSE holiday list, so the detection survives changes to the holiday calendar over time.
  • Baseline is every session in the sample. The pre-holiday bucket is the small subset preceding a non-weekend market closure.

Why it matters

The pre-holiday effect is one of the oldest “anomalies” in equity research: returns on the session before a holiday have historically averaged higher than typical sessions. Explanations include short-covering ahead of an illiquid period, behavioral anchoring, and a quirk of measurement. The numbers below show whether the effect persists in this instrument over the sample period.

Sample size is small: only about 9 to 11 US market holidays per year, so even 18 years of data produces under 200 pre-holiday sessions. Treat any apparent edge with proportional skepticism.

How to read the numbers

  • The Pre-holiday bucket counts sessions immediately before a holiday.
  • The baseline holds every session in the sample. Compare directly.
  • Delta vs baseline is the difference of means. With sample sizes this small, a delta in either direction can be noise rather than signal.
  • % Up is informative independently: even a tiny mean edge with a clearly elevated share of up sessions suggests a directional bias.

What’s not here

  • Day-after-holiday returns (a separate but related question).
  • Holiday-by-holiday breakdown (e.g., Thanksgiving vs July 4).
  • Volume conditioning (some pre-holiday sessions trade much thinner than normal).

FAQ

Is the pre-holiday effect real?

It is one of the oldest anomalies in equity research: returns on the session before a holiday have historically averaged higher than typical sessions. This page tests whether that persists in this instrument by comparing the pre-holiday bucket to a baseline of every session, with holidays inferred empirically from gaps in the data rather than a hardcoded calendar. The delta vs baseline on the page is the difference of means, and with these sample sizes a delta in either direction can be noise.

What is the pre-holiday effect?

A pre-holiday session is the last trading session immediately before a US market holiday, detected here whenever the next trading session is further away than the expected one calendar day, or more than three days for a Friday. The claim is that these sessions earn higher RTH returns than normal, often attributed to short-covering ahead of an illiquid period or behavioral anchoring. Sample size is small, only about 9 to 11 holidays per year, so even 18 years leaves under 200 such sessions. Treat any apparent edge on the page with proportional skepticism.

Keep going

Explore this pattern further with live data.