What Is “Gamma” and How Does It Relate to Delta?

Gamma is an option Greek that measures the rate of change of an option's delta for a one-unit change in the underlying asset's price. Delta measures the option price sensitivity to the underlying price.

Gamma is the second derivative, essentially measuring how fast the delta changes. High gamma means delta is highly volatile, making the option's price more sensitive to small price moves.

Which Option ‘Greek’ Measures the Sensitivity to Volatility Changes?
How Does the ‘Delta’ of an Option Contract Relate to Its Sensitivity to the Underlying Crypto’s Price Change?
How Does ‘Gamma’ Affect the Rate of Change of an Option’s Delta?
What Is the Option Greek That Measures the Sensitivity of the Option Price to the Risk-Free Rate?
What Is the Relationship between Gamma and Time to Expiration?
What Are ‘Vega’ and ‘Gamma’ and How Do They Relate to Options Positions during a high-IV Event?
Which Greek Measures the Change in Delta?
How Do Delta and Gamma Work Together in a Portfolio’s Risk Management?

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