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Related lectures (9)
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Swaptions: Interest Rate Models
Covers swaptions, moneyness, callable bonds, pricing formulas, and implied volatilities.
The Binomial Model
Covers the binomial model for asset pricing, including options pricing and convergence to the Black-Scholes model.
Black-Scholes Formula: Risk-neutral Pricing and Option Pricing
Explores the Black-Scholes formula for option pricing and risk-neutral pricing in financial economics.
Interest Rate Derivatives: Caps and Floors
Explores interest rate derivatives, specifically caps and floors, cap-floor parity, pricing formulas, and implied volatilities.
Financial Innovation: Implied Volatility
Delves into implied volatility, historical volatility, option pricing implications, and various volatility models in financial innovation.
Introduction to Derivatives: Trading
Covers piecewise linear payoffs, types of contracts, binomial model, and trading strategies.
Asset Pricing: Dynamic Arbitrage Pricing & Black-Scholes Formula
Explores asset pricing theorems and the Black-Scholes formula derivation in discrete time economies.
Interest Rate Derivatives: Calibration Example
Covers the calibration of interest rate models using a two-factor Gaussian HJM model and the computation of Black and Bachelier cap vegas.
Multiperiod Binomial Pricing
Covers the concept of multiperiod binomial pricing and the Black-Scholes formula.
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