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A rainbow option is a multi-asset exotic whose payoff depends on the relative performance of two or more underlying assets. Common variants include best-of options (paying the maximum return among assets) and worst-of options (paying the minimum).
Key takeawayRainbow options price in correlation between assets. The seller of a worst-of option collects higher premium because the structure benefits from low correlation (more likely one asset underperforms). This mirrors how premium sellers diversify across uncorrelated underlyings.

Rainbow options illustrate how correlation between assets affects option pricing. For premium sellers managing multi-asset portfolios, understanding correlation-driven pricing helps optimize position construction across correlated and uncorrelated names.
A best-of rainbow call pays based on the highest-performing asset. A worst-of rainbow call pays based on the lowest-performing asset. Best-of options are expensive because diversification guarantees a good outcome. Worst-of options are cheap because only one asset needs to underperform.
A worst-of put option on AAPL/MSFT/GOOGL (correlation ~0.70) costs much less than three individual puts because only the worst performer determines the payoff. If correlation drops to 0.30, the worst-of option becomes much more expensive because the probability of at least one stock falling sharply increases.
Traders assume selling premium on a basket of correlated stocks provides diversification. Rainbow option math shows that worst-of (seller) risk increases as correlation decreases. If your short premium positions span uncorrelated names, you face more concentrated single-name risk, not less.
A rainbow option is a multi-asset exotic whose payoff depends on the relative performance of two or more underlying assets. Common variants include best-of options (paying the maximum return among assets) and worst-of options (paying the minimum).
Rainbow options price in correlation between assets. The seller of a worst-of option collects higher premium because the structure benefits from low correlation (more likely one asset underperforms). This mirrors how premium sellers diversify across uncorrelated underlyings.
A best-of rainbow call pays based on the highest-performing asset. A worst-of rainbow call pays based on the lowest-performing asset. Best-of options are expensive because diversification guarantees a good outcome. Worst-of options are cheap because only one asset needs to underperform.
Traders assume selling premium on a basket of correlated stocks provides diversification. Rainbow option math shows that worst-of (seller) risk increases as correlation decreases. If your short premium positions span uncorrelated names, you face more concentrated single-name risk, not less.
Asian Option
An exotic option whose payoff depends on the average price of the underlying over a specified period, not just the price at expiration.
Barrier Option
An exotic option that activates (knock-in) or deactivates (knock-out) when the underlying price hits a preset barrier level.
Basket Option
A basket option has a payoff determined by the weighted average price of multiple underlying assets rather than a single asset.
Bermuda Option
A Bermuda option can be exercised only on specific dates between the purchase date and expiration, not continuously like an American option or only at expira...