Vomma —
How Vega changes with implied volatility (volatility convexity).
Quick answer: Vomma measures how much an option's Vega changes when implied volatility moves — the convexity of your volatility exposure, which makes long-Vega positions gain Vega as volatility rises.
Simple explanation
Vega tells you how sensitive an option is to volatility; Vomma tells you how that sensitivity itself changes as volatility moves. It means volatility risk is not linear: when IV spikes, a long-Vega position gets even more sensitive to volatility, accelerating gains. Vomma is largest for out-of-the-money options and matters most in volatile, skew-heavy markets.
Vomma — visual
How Vomma behaves
Vomma dips toward zero at-the-money and rises into both wings — a twin-hump 'volatility of volatility' profile that rewards long-vol positions when IV expands.
Detailed explanation
The convexity of volatility
Vomma is the second derivative of the option price with respect to volatility — the rate of change of Vega as IV moves. Just as Gamma gives price exposure favourable curvature, Vomma gives volatility exposure curvature. A position with positive Vomma sees its Vega grow as IV rises, so it profits from volatility at an accelerating rate — and loses more slowly as IV falls. This is 'volatility of volatility' exposure.
Why OTM options carry the most Vomma
At-the-money options have high Vega but low Vomma — their volatility sensitivity is large but stable. Out-of-the-money options have lower Vega but high Vomma: as IV rises, their probability of coming into play jumps, so their Vega increases sharply. This is why OTM wings behave explosively when India VIX spikes, and why long-wing structures can pay off dramatically in a volatility event.
Vomma in volatility trading
Traders who want to be long a big volatility expansion — not just a small one — seek positive Vomma, often by holding OTM options or specific spread structures. When a shock hits and IV gaps up, positive-Vomma positions gain Vega and compound the move. Conversely, sellers of OTM options are short Vomma and can be hurt badly when a calm market suddenly becomes volatile.
Relevance to Indian event risk
Around large, uncertain catalysts — election results, global shocks, sharp Bank Nifty selloffs — implied volatility can move violently. Vomma determines whether your volatility exposure accelerates or fades during that move. Long-Vomma structures are a way to position for a volatility explosion, while naked OTM sellers must respect the short-Vomma tail they are carrying.
Formula
Vomma formula
Vomma = ν · (d₁ · d₂) / σ
The second derivative of price with respect to volatility (Vega's convexity). Positive for long options, smallest at-the-money, largest in the wings.
Practical example (Nifty)
Illustrative — Nifty spot 24500, lot size 75
India VIX is low and Nifty is at 24,500. You buy an out-of-the-money 25,100 CE with a modest Vega of 8 and positive Vomma. A global shock hits and IV jumps from 12% to 20%. Because of Vomma, your Vega does not stay at 8 — it climbs as IV rises, so the option gains far more than a linear 8 × 8 = ₹64 estimate would suggest. The wing 'wakes up' as volatility expands. A trader short that call feels the same convexity in reverse, with losses accelerating.
Practical trading impact
- Vomma makes volatility exposure non-linear: long-Vega positions gain Vega as IV rises, accelerating profits.
- Out-of-the-money options carry the most Vomma — they behave explosively when India VIX spikes.
- Positive Vomma is a way to position for a large volatility expansion, not just a small one.
- Sellers of OTM options are short Vomma and face accelerating losses if a calm market turns volatile.
Common mistakes
- Selling far-OTM options for small premium while ignoring the short-Vomma tail that explodes in a volatility shock.
- Estimating volatility P&L linearly with Vega alone, missing the acceleration Vomma adds in a big IV move.
- Assuming ATM options give the most volatility convexity — they have high Vega but low Vomma; the wings hold the Vomma.
- Confusing Vomma (Vega vs volatility) with Vanna (Delta vs volatility) — both are volatility cross-Greeks but measure different things.
Professional usage
Volatility specialists think in Vega and Vomma together: they know ATM options give stable Vega while OTM wings give convex, accelerating Vega, and they build long-Vomma structures when positioning for a volatility explosion around major Indian catalysts. They also respect the short-Vomma risk embedded in selling cheap wings, sizing it as a genuine tail exposure rather than free premium.
Key takeaway
Vomma is the convexity of volatility — how your Vega grows as IV rises. It makes out-of-the-money wings explosive in a volatility spike and turns naked wing-selling into a hidden tail risk. When you expect not just a move but a volatility explosion, positive Vomma is what you want.
Frequently asked questions
What is Vomma in options?
Why do out-of-the-money options have high Vomma?
What is the difference between Vega and Vomma?
How do I profit from Vomma?
What is the difference between Vomma and Vanna?
Is Vomma positive or negative?
Why do OTM options explode during a volatility spike?
Should retail traders track Vomma?
Is Vomma a first- or second-order Greek?
How does Vomma relate to India VIX?
Sources & references
Last reviewed 7 July 2026. Educational content only — not investment advice.