How Does the Black-Scholes Model Account for Volatility Skew?

The original Black-Scholes model assumes volatility is constant for all strikes and expirations, meaning it does not inherently account for volatility skew. In practice, traders use a modified approach where they input a different implied volatility for each strike price to align the model's output with actual market prices, effectively using the model as a calculator based on the observed skew.

How Does the Volatility Surface Account for the ‘Volatility Skew’?
How Does the Black-Scholes Model Handle the Early Exercise Feature of American Options?
What Are the Limitations of Using the Black-Scholes Model to Find Implied Volatility?
What Is the Concept of “Volatility Skew” in Options Markets?
What Is the “Volatility Smile” or “Volatility Smirk” and What Does It Imply about Market Expectations?
How Does the Black-Scholes Model Account for Market Liquidity in Option Pricing?
What Is the Difference between a Preimage Attack and a Second Preimage Attack in Cryptography?
Are There Other Models besides Black-Scholes Used to Calculate Implied Volatility?

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