TL;DR
In fixed income, the second derivative of bond price with respect to yield: it measures how duration changes as rates change. More generally, convexity refers to the curvature of a payoff or price function.
Convexity
In fixed income, the second derivative of bond price with respect to yield: it measures how duration changes as rates change. More generally, convexity refers to the curvature of a payoff or price function.
Why it matters for interviews
Convexity determines whether a position benefits from large moves (positive convexity = long gamma) or suffers (negative convexity). Options have convex payoffs; understanding convexity is essential for both fixed income and derivatives.
Definition and Mathematical Foundation
In fixed income, the second derivative of bond price with respect to yield: it measures how duration changes as rates change. More generally, convexity refers to the curvature of a payoff or price function.
Application in Quantitative Finance
Convexity determines whether a position benefits from large moves (positive convexity = long gamma) or suffers (negative convexity). Options have convex payoffs; understanding convexity is essential for both fixed income and derivatives.
Related Terms
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