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Does the Black-Scholes Model Work Well for Options on Bitcoin?

The Black-Scholes model is often used as a starting point for pricing Bitcoin options, but it does not work perfectly. Bitcoin's price movements often violate the model's key assumptions, such as constant volatility and log-normal distribution of returns.

Traders must use modified versions or more complex models, such as those that account for volatility smiles and jumps, to get a more accurate price.

How Does a Constant Sum Market Maker ($x+y=k$) Differ from a Constant Product AMM?
How Does the Black-Scholes Model Handle the Valuation of Crypto Derivatives?
What Is the Key Assumption of the Black-Scholes Model regarding Volatility?
What Is the Black-Scholes Model and What Are Its Main Limitations When Applied to Crypto Options?