Note

• Asset Pricingmore
• Part I — Basic Theoretical Framework
• 1. Consumption-Based TheoryMay 2026
• 2. Static Portfolio TheoryMay 2026
• 3. General Equilibrium Framework: Complete MarketMay 2026
• 4. No Arbitrage Framework: Incomplete MarketMay 2026
• 5. Stochastic Discount FactorMay 2026
• 6. Linear Factor ModelsMay 2026
• 7. Present Value DecompositionMay 2026
• Asset Pricing (Cochrane)more
• Part I — Asset Pricing Theory
• 1. Consumption-Based Model and OverviewJun 2026
• 2. Applying the Basic ModelJun 2026
• 3. Contingent Claims MarketsJun 2026
• 4. The Discount FactorJun 2026
• 5. Mean-Variance Frontier and Beta RepresentationsJun 2026
• 6. Discount Factors, Betas, and Mean-Variance FrontiersJun 2026
• 7. Implications of Existence and Equivalence TheoremsJun 2026
• 8. Conditioning InformationJun 2026
• 9. Factor Pricing ModelsJun 2026
• Behavioral Economicsmore
• Part I — Behavioral Economics
• 1. Introduction to Behavioral EconomicsJun 2026
• 2. Prospect Theory and Reference Dependent PreferencesJun 2026
• 3. Present-Biased PreferencesJun 2026
• 4. Topics on FairnessJun 2026
• 5. Behavioral IncentivesJun 2026
• 6. Biased BeliefsJun 2026
• 7. Inattention and SalienceJun 2026
• Corporate Financemore
• Part I — Capital Structure
• 1. The Benchmark: Modigliani and Miller (1958)May 2026
• 2. Debt Financing: Tax Benefit and Bankruptcy CostMay 2026
• 3. Managerial Compensation and Optimal ContractingMay 2026
• Econometricsmore
• Part I — Empirical Analysis I
• 1. Asymptotic TheoryMay 2026
• 2. Conditional ExpectationMay 2026
• 3. Three Interpretations of Linear RegressionMay 2026
• 4. Linear Regression with Exogenous VariablesMay 2026
• 5. Linear Regression with Endogenous VariablesMay 2026
• 6. Maximum Likelihood EstimatorMay 2026
• Intertemporal Asset Pricing Theory
• 1. Risk AversionJun 2026
• 2. Discrete-Time Dynamic ProgrammingJun 2026
• 3. No-arbitrage Asset PricingJun 2026
• 4. Consumption-based Asset PricingJun 2026
• 5. Numerical Methods in EconomicsJun 2026
• 6. Cross-Sectional Distributions and Power LawJun 2026
• 7. Stochastic Calculus and ControlJun 2026
• Macroeconomicsmore
• Part I — Theory of Income I
• 1. Welfare TheoremsMay 2026
• 2. Aggregation and Social Planner's ProblemMay 2026
• 3. Decisions under UncertaintyMay 2026
• 4. Euler Equations, Transversality for Dynamic ProblemsMay 2026
• 5. Local Stability of Optimal Paths and Speed of ConvergenceMay 2026
• 6. Principle of Optimality and Dynamic ProgrammingMay 2026
• 7. Overlapping Generations (OLG) ModelMay 2026
• 8. Perpetual Youth ModelMay 2026
• 9. Neoclassical Growth ModelMay 2026
• Microeconomicsmore
• Part I — Price Theory I
• 1. Demand TheoryJun 2026
• 2. Supply TheoryJun 2026
• 3. IndustryJun 2026
• 4. GrowthJun 2026
• Stochastic Calculusmore
• Part I — Brownian Motion
• 1. Definitions and Properties of Brownian MotionJun 2026
• 2. Brownian Motion as a Gaussian ProcessJun 2026
• 3. Brownian Motion as a Continuous MartingaleJun 2026
• 4. Markov Property of Brownian MotionJun 2026
• 5. Stopping TimeJun 2026
• 6. Quadratic VariationJun 2026
• 7. Zero SetJun 2026
• 8. The Law of Iterated LogarithmJun 2026
• 9. Multi-Dimensional Brownian MotionJun 2026
• 10. Change of MeasureJun 2026
• 11. Jump ProcessJun 2026
• 12. Symmetric Stable ProcessJun 2026