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Concept

Fundamental theorem of asset pricing

Related lectures (32)

Series covers asset pricing theories, mean-variance optimization, state prices, and risk-neutral measures.

Explains the determination of equilibrium state prices in asset pricing through consumption market clearing and budget constraints.

Explores market structure, portfolio holdings, arbitrage, state prices, and optimal consumption-portfolio choices.

Covers the fundamental theorems of asset pricing, including EMM, self-financing strategies, risk-neutral pricing, and completeness of markets.

Explores the fundamental theorem of asset pricing and the concept of state prices and risk-neutral measures.

Explores utility functions and risk management in asset pricing under uncertainty.

Covers portfolio selection, asset pricing, market efficiency, and risk management in investments.

Covers mean-variance efficiency, market completeness, and optimal portfolio weights in asset pricing and portfolio optimization.

Explores asset pricing theorems and the Black-Scholes formula derivation in discrete time economies.

Covers asset pricing, hedging, American claims, stopping times, and dynamic programming in finance.

Covers factor models, portfolio choice, anomalies, and mutual fund performance analysis.

Covers the first theorem of asset pricing, self-financing portfolios, replication, Kolmogorov equations, and pricing strategies.

Explores dynamic programming for optimizing portfolio choices and asset pricing theory.

Explores asset pricing models, risk-free assets, portfolio choice, and stochastic discount factors in PhD classes.

Explores mean variance analysis, CAPM, risk aversion, and Sharpe ratio in asset pricing.

Explores factor models in finance, covering mean-variance portfolios, size and value anomalies, and momentum strategies.

Explores linear strategies in risk management, translating signals into positions and exploiting predictability.

Covers risk-neutral measure, state prices, utility functions, and risk aversion in asset pricing.

Explores self-financing strategies, asset pricing theorems, and arbitrage opportunities in financial markets.

Explores mean-variance efficient portfolios, factor models, and market efficiency in investment management.