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Options Greeks3 minute readReviewed August 20, 2026

What is option vega?

Learn how vega estimates an option's sensitivity to a change in implied volatility

Prepared by Mark · Primary sources below

In this guide

  1. It isolates one pricing input
  2. The same volatility move can affect contracts differently
  3. Events make the distinction visible

Direct answer

Vega estimates how much an option's theoretical value may change when implied volatility changes by one percentage point, while other model inputs are held constant. It does not predict whether implied volatility will rise or fall. Vega commonly differs across strikes and expirations, so two options on the same stock can react differently to the same implied-volatility change

It isolates one pricing input

Implied volatility is embedded in an option's market price. Vega estimates the theoretical effect of changing that input by one point while the stock price, time, and other model inputs remain unchanged

The same volatility move can affect contracts differently

Options with different strikes or expirations can have different vegas. Comparing only the implied-volatility number misses how much each individual premium may be sensitive to a change

Events make the distinction visible

Before a scheduled event, implied volatility can rise as uncertainty is priced in. After the event, a fall in implied volatility can reduce a long option's value even when the stock direction was favorable

Sources and further reading

  • Vega ↗
  • Volatility & the Greeks ↗
  • The Crush Is Real ↗

What to remember

  1. Vega is sensitivity to implied-volatility change, not direction of the stock
  2. A positive vega position generally benefits from a rise in implied volatility
  3. Vega changes with time remaining, moneyness, and other inputs

Apply this idea to an option

Choose a contract and target to keep price, time, and volatility assumptions visible in one analysis

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