CBOE SKEW Index: Tail-Risk Pricing, Live
What the options market charges for crash protection — the CBOE SKEW index from deep out-of-the-money S&P options, daily since 1990, scored against its own trailing year. And the part most SKEW charts skip: the per-era test of whether it predicts returns. (Spoiler: the sign flips by decade — it describes hedging demand, not the future.)
Today's reading
As of the July 1, 2026 close, the CBOE SKEW index sits at 154.8 — extreme tail-risk pricing, +1.6σ versus its trailing year (94th percentile of the past year, 98th of all readings since 1990). Deep out-of-the-money S&P puts are expensive relative to the rest of the surface. The all-time record is 183.1 (2025-02); the long-run average is 123. Historically, SKEW extremes have NOT been a reliable directional signal — the per-era study on this page shows the relationship flipping sign by decade.
Deep out-of-the-money S&P puts are expensive relative to the surface. A pricing fact, not a forecast — the per-era study below shows why.
SKEW vs its own era
The daily SKEW close (purple) against its rolling one-year mean and ±1.5σ band (gray). The band IS the era adjustment — SKEW averaged ~115 in the 1990s and sits in the 140s–150s today as tail hedging became institutional, so raw levels across decades can't be compared directly.
Does SKEW predict returns? The per-era answer
Forward SPY returns after extreme-skew and complacent sessions, split by era — because the full-history average hides a sign flip. Extreme tail-risk pricing beat its era baseline in 1994–2004, lagged it sharply in 2005–2013, and lagged mildly since 2014. A relationship that flips sign by decade is a description of hedging demand, not a signal — anyone selling a SKEW-based system should show you this table.
1994-2004
| State | Next 5 sessions | Next 21 sessions | Next 63 sessions | N |
|---|---|---|---|---|
| Extreme tail-risk pricing (z ≥ +1.5) | +0.26% · 57%↑ | +0.95% · 61%↑ | +4.06% · 72%↑ | 305 |
| Complacent (z ≤ −1.5) | +0.74% · 61%↑ | +2.59% · 74%↑ | +5.99% · 85%↑ | 286 |
| All sessions in era (baseline) | +0.20% · 56%↑ | +0.81% · 61%↑ | +2.43% · 66%↑ | 2,760 |
2005-2013
| State | Next 5 sessions | Next 21 sessions | Next 63 sessions | N |
|---|---|---|---|---|
| Extreme tail-risk pricing (z ≥ +1.5) | -0.42% · 52%↑ | -1.43% · 48%↑ | +0.22% · 61%↑ | 245 |
| Complacent (z ≤ −1.5) | +0.34% · 56%↑ | +0.33% · 60%↑ | +1.33% · 60%↑ | 115 |
| All sessions in era (baseline) | +0.13% · 57%↑ | +0.53% · 64%↑ | +1.60% · 66%↑ | 2,260 |
2014-present
| State | Next 5 sessions | Next 21 sessions | Next 63 sessions | N |
|---|---|---|---|---|
| Extreme tail-risk pricing (z ≥ +1.5) | +0.14% · 61%↑ | +0.97% · 67%↑ | +2.37% · 72%↑ | 427 |
| Complacent (z ≤ −1.5) | +0.17% · 58%↑ | +0.88% · 57%↑ | +1.84% · 59%↑ | 214 |
| All sessions in era (baseline) | +0.27% · 61%↑ | +1.11% · 67%↑ | +3.25% · 75%↑ | 2,944 |
States use the rolling one-year z-score, so each era's “extreme” is measured against its own regime. Forward returns on SPY closes; overlapping windows. We publish this table so the conclusion can be checked, not believed.
How SKEW Index Works
- 1What SKEW measuresCBOE computes SKEW from deep out-of-the-money S&P 500 options — essentially the price of crash protection relative to everything else. At 100, option prices imply a textbook lognormal world with no tail premium; the higher SKEW goes, the more investors are paying up for far-below-market puts.
- 2Why raw levels misleadSKEW's baseline has drifted structurally: it averaged around 115 through the 1990s and sits in the 140s-150s in the modern era, as institutions permanently hedge tails. A reading of 140 was extreme in 1995 and unremarkable in 2025 — raw levels across decades are not comparable.
- 3The era-proof stateWe score each day against its own trailing year (a rolling 252-session z-score): Complacent (z ≤ −1.5), Subdued, Normal, Elevated, and Extreme (z ≥ +1.5). That is the read the hero card shows, alongside the raw level and its percentiles.
- 4The myth checkThe study section reports forward SPY returns after extreme-skew and complacent days separately for three eras — because the relationship flips sign across decades. We publish the per-era tables instead of a cherry-picked full-history average, and the conclusion they support: SKEW describes hedging demand; it has not been a reliable timing signal in either direction.