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Content Lotteries and expected utility Risk aversion Metric Subjective probability theory
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Content The“core Uniqueness of equilibrium Stability of equilibrium · Welfare
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Equilibrium price. Equilibrium allocation: x=xi(p,p·w2), Note: A p* for any >0 is also an equilibrium price. Offer curve: (p)(p, p. w;). The equilibrium is the intersection point of the offer curves. Excess demand function:
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11. Competition and Monopoly, some preliminary discussions a. Monopoly Pricing b. Cournot and Bertrand Oligopoly C. Two Part Pricing d. Price Discrimination e. Regulation
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3. Comparative Statics a. Indirect Utility Functions b. Expenditure Functions and duality C. Expenditure Function and Price Indices d. Slutsky via Utility Functions e. Slutsky via Preferences
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5. Aggregating Consumers Consumer Heterogeneity and a Discrete good b. The Properties of Aggregate Demand The Existence of a representative Consumer d. Externalities e. The Social Multiplier
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7. More on Uncertainty Prospect Theory, LoSS Aversion b. Subjective Utility and Common Knowledge Risk Aversion d. First and Second Order stochastic Dominance Asset demand and risk Aversion
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9. The Producer's Problem a. Firms and Maximization b. Production Functions C. Supply and Profit Functions d. Cost Functions e. Duality and Producers f. Application: Urban Systems
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8. Financial Markets a. Insurance Markets b. Moral Hazard C. Adverse Selection with one price contracts d. Simple Financial Markets-Comparative Statics e. Option Pricing and Redundant Assets
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6. Choice Under Uncertainty a. Representing Uncertainty: Lotteries and Compound Lotteries b. Axioms of Expected Utility C. The Expected Utility Theory d. Empirical Challenges to Expected Utility Theory-the Paradox Business e. Application: Crime and punishment
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