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Finance
Jump Risk
The risk that an asset's price will experience a sudden, large discontinuous move — a 'jump' — rather than moving gradually, making traditional risk models based on continuous price movement inadequate.
Jump risk is a key limitation of standard options pricing models like Black-Scholes, which assume continuous price movement (Brownian motion). In reality, asset prices jump — driven by earnings surprises, regulatory decisions, geopolitical events, and corporate announcements. Models that ignore jumps systematically underprice deep out-of-the-money options, which are the instruments most affected by jump risk.
Merton's Jump Diffusion Model (1976) extended Black-Scholes to incorporate jump processes, better capturing the fat tails observed in real return distributions. Risk managers in sophisticated institutions use jump-adjusted VaR models and stress tests that simulate large discontinuous moves — because normal distribution-based models consistently underestimate the probability and severity of extreme events.