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What Alternative Options Pricing Models Are Sometimes Preferred for Highly Volatile Assets like Crypto?

Alternative models are preferred because Black-Scholes assumes a normal distribution of returns, which crypto violates with its 'fat tails' (extreme price movements). Models like the Merton Jump-Diffusion model account for sudden, unexpected price jumps.

Another is the Heston model, which allows for stochastic volatility (volatility that changes over time), offering a more realistic representation of the crypto market's price dynamics.

What Is the Consequence of ‘Jump Risk’ on Delta Hedging Effectiveness?
How Does the Assumption of a Lognormal Distribution of Stock Prices Affect the Model’s Accuracy?
What Are the Main Limitations of the ‘Black-Scholes’ Model for Pricing Crypto Options?
Are There Other Models besides Black-Scholes Used to Calculate Implied Volatility?