Volatility

Implied Volatility and IV Skew: Reading the Volatility Surface

8 min read·Updated

Implied volatility is the only input in an option's price that is not observable. Spot, strike, time and rates are all known; IV is whatever number makes the model agree with the market. That makes it a direct readout of what the market is willing to pay for movement — and the shape of IV across strikes is one of the cleanest sentiment signals available.

What implied volatility is

Take a pricing model, plug in everything you know, and solve backwards for the volatility that reproduces the traded premium. That number is implied volatility. It is an annualised expectation of how much the underlying will move, expressed as a percentage.

IV is not a forecast in any rigorous sense — it is a price. When option buyers are aggressive, IV rises because premiums rise. When writers dominate, IV falls. Reading IV as the market's expectation is a useful shorthand, but reading it as the market's supply and demand for optionality is more accurate.

A practical translation: divide annualised IV by roughly sixteen to get an approximate expected daily move as a percentage. NIFTY at 14% IV implies a typical daily move near 0.9%, which is a far more usable number than the raw IV.

IV percentile beats IV level

An IV of 13 on NIFTY means nothing in isolation. It is high in a dead market and low ahead of a policy decision. What matters is where today's IV sits within its own recent distribution.

IV percentile answers that: over the last year, what fraction of days had a lower IV than today? Above the eightieth percentile, options are expensive relative to their own history and selling strategies are favoured. Below the twentieth, options are cheap and buying strategies have a better starting point.

This single reframing prevents the most expensive volatility mistake — buying options because a move feels likely, at a moment when everyone else already agrees and has bid the premium to the top of its range.

The smile and the skew

Plot IV against strike and the line is not flat. In equity index options it slopes: out-of-the-money puts carry higher IV than equidistant out-of-the-money calls. This is skew, and it is a permanent structural feature rather than a temporary dislocation.

The reason is asymmetric demand. Portfolios are long equity, so protection demand is one-directional — everyone wants downside insurance and almost nobody wants upside insurance. Writers charge more for the side they are asked for more often.

The information is in the change, not the existence. Skew steepening means the market is paying up for downside protection faster than for upside participation — a defensive shift, and often an early one. Skew flattening or inverting, with call IV bid above put IV, signals genuine upside speculation and frequently appears near the start of a strong rally.

Skew shapeWhat is being paid forSentiment read
Steep put skewDownside protectionDefensive, fear building
Steepening rapidlyProtection, urgentlyEarly warning of stress
FlatNeither side dominantComplacent or balanced
Call skew (inverted)Upside participationSpeculative, chasing

IV crush and event risk

Ahead of a known event, IV inflates because the outcome is uncertain and everyone wants optionality. The instant the outcome is known, that uncertainty disappears and IV collapses — often within minutes.

This is why traders routinely get direction right and still lose money. A long call bought at inflated IV into an event can lose more to the volatility collapse than it gains from a favourable move in spot. The position was correct on delta and destroyed on vega.

The defences are straightforward. Buy volatility before it is bid, not after. Prefer spreads over outright long options into events, since the short leg absorbs part of the crush. And if you must be outright, be outright on the side where IV has not yet inflated.

Expiry day and the volatility trap

On the final day, time to expiry approaches zero and the model behaves in ways that break naive intuition. Gamma concentrates violently into the at-the-money strike, theta becomes brutal, and implied volatility readings at strikes even modestly away from spot become unstable — a single stale quote in an illiquid strike can produce an IV number that is pure artefact.

One specific mistake is worth naming: applying a broad volatility index reading to a zero-days-to-expiry option. A general volatility index describes a thirty-day horizon, which is a fundamentally different contract from one expiring in hours. Any model output built on that mismatch will be wrong in ways that are not obvious from looking at it.

Putting it to work

  • Check IV percentile before choosing between buying and selling premium.
  • Convert IV to an expected daily move before setting targets and stops.
  • Track the skew slope daily; its direction of change leads sentiment shifts.
  • Never buy outright options into a known event at elevated IV — use spreads.
  • Ignore far out-of-the-money IV readings; they are dominated by stale quotes.
  • Never apply a thirty-day volatility index reading to a same-day expiry contract.

Frequently asked questions

What is implied volatility in options?

Implied volatility is the volatility figure that makes an option pricing model reproduce the option's actual market premium. It represents what the market is currently paying for expected movement in the underlying, expressed as an annualised percentage.

What is IV skew and what does it tell me?

IV skew is the difference in implied volatility between out-of-the-money puts and equidistant calls. Equity indices normally show higher put IV because protection demand is one-sided. A steepening skew signals rising defensiveness; a flattening or inverted skew signals upside speculation.

What is IV crush?

IV crush is the sharp collapse in implied volatility immediately after a known event resolves. Because option premiums contain that volatility, a long option can lose value even when the underlying moves in the expected direction.

How do I convert IV into an expected daily move?

Divide annualised implied volatility by approximately sixteen, the square root of the number of trading days in a year. An index at 16% IV implies a typical daily move of about 1%.

Is high IV good for option buyers?

Generally no. High IV means you are paying more for the same exposure and are more exposed to a volatility collapse. Option buying is structurally better positioned when IV percentile is low; option selling is better positioned when it is high.

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