Black–Scholes |
“Black–Scholes” is strongly related to:
Standard normal Put–call parity Delta neutral Geometric Brownian motion Moneyness Option style Cumulative distribution function Risk-neutral measure Volatility smile Nassim Nicholas Taleb Greeks (finance) Long-Term Capital Management Black model Heat equation Short (finance) Volatility (finance) Put option Arbitrage Stochastic process Constant Partial differential equation Random variable Expected value Pull to par Black Shoals Espen Haug Investment Analysts Society of Southern Africa Real options analysis Underlying instrument Numéraire Three-dimensional graph Emanuel Derman Louis Bachelier Edward O. Thorp Stage6 Itō's lemma Autoregressive conditional heteroskedasticity Implied volatility Risk-free interest rate Underlying
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- Moving magnet and conductor problem
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- History of Lorentz transformations
Finance theories
- Black–Scholes
- Capital asset pricing model
- Modern portfolio theory
- Value investing
- Arbitrage pricing theory
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- Binomial options pricing model
- Put–call parity
- Rational pricing
- Alpha (investment)
- Equity premium puzzle
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- Arrow-Debreu model
- Magic Formula Investing
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- Post-modern portfolio theory
- Vasicek model
- Jack D. Schwager
- Decoy effect
- International Fisher effect
- Legal origins theory
- Earnings response coefficient
- Cox-Ingersoll-Ross model
- Cumulative prospect theory
- Ho-Lee model
- CAN SLIM
- Chen model
- Alternative beta
- Rendleman-Bartter model
- Forward measure
- Market exposure
- Basis Instrument Contract
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