Black-Scholes model

The Black-Scholes model is a mathematical framework for pricing options contracts, developed by Fischer Black and Myron Scholes. It reframed options trading as legitimate pricing rather than speculation, and its equation—a form of the heat equation from physics—had broad influence reshaping economists’ and regulators’ thinking about derivatives and market pricing.

Claims that use this term

• The Black-Scholes theory reframed options trading as legitimate efficient pricing rather than gambling.
• The Black-Scholes model gained market traction slowly, not through instant self-fulfilling prophecy.
• The Black-Scholes equation’s assumption of known underlying prices failed on NASDAQ’s dealer structure.
• The Black-Scholes methodology reshaped economists’ and regulators’ thinking beyond derivatives.
• The Black-Scholes equation is a version of the physicists’ heat equation.
• The Black-Scholes derivation descends directly from a corrected Treynor equation