Greeks·6 min read

What is vega in options?

Vega is the change in an option's price for a one-percentage-point change in implied volatility. An option with a vega of 0.15 gains about 15 cents if implied volatility rises from 30 to 31 percent and loses 15 cents if it falls to 29. Long options have positive vega and short options negative vega, so every option position is, in part, a position on volatility itself.

Where vega comes from

An option is worth more when a wider range of outcomes is plausible, because the holder benefits from large moves in their favour while the loss is capped at the premium. Implied volatility is the market's measure of that range. Raise it and every option's time value rises; lower it and time value falls.

Vega measures the size of that effect. It is not about the stock moving; a stock can sit still while its options gain or lose value purely because implied volatility changed. That happens routinely before and after earnings, around central bank meetings and during market stress.

Because vega is quoted per volatility point, it scales with the size of the move in implied volatility. A one-point change is a small daily move for most underlyings. A ten-point change, which can happen in a market scare or around an event, multiplies the effect tenfold, and for long-dated options that can outweigh weeks of theta.

Which options have the most vega

Vega is largest for at-the-money options, where uncertainty about finishing in or out of the money is greatest. Deep in-the-money and far out-of-the-money options have less vega, because a change in volatility is less likely to change their outcome.

Vega also grows with time to expiry, roughly with its square root. A useful approximation for an at-the-money option is that vega per volatility point is about 0.4 times the stock price times the square root of the years remaining, divided by 100. For a 100-dollar stock that gives about 0.40 for a one-year option and about 0.12 for a one-month option.

That is the reverse of gamma, which is largest for short-dated options. Short-dated options are mostly about price movement; long-dated ones are mostly about volatility. A position can be long gamma in one expiry and short vega in another, and that mix describes very different risks.

A worked example

Suppose you buy a three-month at-the-money call on a 100-dollar stock for 5 dollars with implied volatility at 25 percent. Its vega is about 0.20. A week later the stock is unchanged, but a broad market scare has pushed implied volatility to 30 percent. The call gains roughly five points of vega, about 1 dollar, offset by a week of theta, perhaps 20 cents. You are up despite no move in the stock.

Reverse it. The scare passes and implied volatility falls to 20 percent. The call loses about 1 dollar from vega plus the week of theta. A trader who correctly expected the stock to rise slightly could still lose money if volatility fell more than the move made up for.

That is why understanding vega matters most for option buyers. Paying a high implied volatility means paying for a lot of expected movement, and vega is what turns a later fall in that volatility into a loss.

Vega in spreads and portfolios

Spreads offset vega. A vertical spread that buys one strike and sells another in the same expiry has a small net vega, because the two legs largely cancel. A calendar spread that sells a short-dated option and buys a longer-dated one has positive net vega, because the long-dated leg carries more of it.

Across a portfolio, vega is often reported per expiry, because implied volatility for different expiries does not move together. Short-dated volatility can spike while long-dated volatility barely moves. A single total vega figure hides that, so traders who manage volatility risk look at the term structure of their vega.

For dealers, vega shapes how they price and hedge. A dealer short large amounts of long-dated options is exposed to a broad rise in volatility and may hedge with other options or variance products rather than with stock, since stock hedges only delta.

Vega and the volatility regime

Vega cuts both ways depending on where implied volatility starts. Buying options when implied volatility is near the low end of its own history means paying a modest volatility price, with more room for it to rise than fall. Buying when it is near the top means paying a high price, with more room for it to fall back, and vega turns that fall into a loss.

That is why traders pair vega with measures such as IV rank or IV percentile before deciding whether to own or sell volatility. Vega tells you how much a position will gain or lose for each point; the history of implied volatility tells you which way the next ten points are more likely to go.

Common questions

Is vega positive or negative?

Long calls and long puts have positive vega. Short options have negative vega.

Why does vega fall as expiry approaches?

With less time left, a change in volatility has less room to affect the outcome, so the option's price is less sensitive to it.

How is vega different from gamma?

Gamma measures sensitivity to price movement and is largest in short-dated options. Vega measures sensitivity to implied volatility and is largest in long-dated options.

The short version

Vega is how much an option's price moves per point of implied volatility. It is largest for long-dated, at-the-money options and turns every option position into a partial bet on volatility.

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