Binomial Option Pricing

The binomial option pricing model is a numerical method used to value options by modeling the price of the underlying asset as a tree of possible future paths. At each step, the asset price can either go up or down, allowing for the valuation of American-style options that can be exercised before expiration.

This model is more flexible than the Black-Scholes model because it can incorporate time-varying volatility and different exercise features. In crypto, where early exercise or complex payout structures may exist, the binomial model provides a robust alternative.

It is computationally more demanding but offers a clearer intuition of the option's value through its path-dependent approach. Traders use it to value exotic crypto derivatives that do not fit the standard assumptions of simpler, closed-form pricing models.