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How Does the Concept of Hashing Relate to the Pricing of Derivatives?

While cryptographic hashing is not directly used in the mathematical pricing of derivatives like the Black-Scholes model, the underlying concept of data integrity is relevant. Hashing ensures the immutability of historical market data, which is crucial for back-testing and parameter calibration in pricing models.

Furthermore, in tokenized derivatives on a blockchain, hashing secures the contract's terms and execution data. It ensures that the inputs to the pricing model (e.g. historical volatility) are trustworthy.

What Are the Regulatory Requirements for Data Integrity in Derivatives Clearing, and How Does Hashing Help Meet Them?
How Does the Concept of ‘Margin’ in Derivatives Relate to the Cost of Competing for Block Space?
How Can Smart Contracts Use Hashing to Ensure Fair Derivative Settlement?
What Is the Role of Historical Volatility in Options Pricing Models?