G Model MATECO-1496; ARTICLE IN PRESS No. of Pages 10

Source URL: chichilnisky.com

• Decision theory
• Functional analysis
• Game theory
• Axiom of choice
• Measure
• Utility
• Lebesgue measure
• Graciela Chichilnisky
• Expected utility hypothesis
• Mathematics
• Mathematical analysis
• Algebra

Learning to be Credible In-Koo Cho 1 and Thomas J. Sargent 2 JanuaryThis paper was prepared for presentation at the conference to celebrate the Bank of

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• Mathematical analysis
• Mathematics
• Continuous game
• Mechanism design
• Game theory
• Nash equilibrium
• Problem solving

manuscript/res-bond-sol.eps

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• Markov models
• Game theory
• General equilibrium theory
• Incomplete markets
• JEL classification codes
• Markov chain
• Economic model
• Recession
• Economic equilibrium
• Economics
• Mathematical finance
• Statistics

Incentives, Contracts and Markets: A General Equilibrium Theory of Firms∗ William R. Zame University of California, Los Angeles

Source URL: www.econ.ucla.edu

• Industrial organization
• Competition
• Mathematical economics
• General equilibrium theory
• Theory of the firm
• Perfect competition
• Supply and demand
• Macroeconomic model
• Incentive
• Economics
• Game theory
• Economic theories

UNEDITED VERSION. The final version is to appear in the International Journal of Green Economics, 2009 Catastrophic Risks Graciela Chichilnisky December 2008 revised July 2009

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• Mathematics
• Decision theory
• Game theory
• Z notation
• Utility
• Expected utility hypothesis
• S
• Axiom of choice
• Axiom
• Logic
• Mathematical logic
• Formal systems

1 Curriculum Vitae Oriol Carbonell-Nicolau Contact Information Department of Economics, Rutgers University

Source URL: econweb.rutgers.edu

• Science
• Mathematical economics
• Solution concept
• Nash equilibrium
• Trembling hand perfect equilibrium
• Signaling game
• Epsilon-equilibrium
• Bayesian game
• Correlated equilibrium
• Game theory
• Problem solving
• Economics

Behavioral Economics Martin Dufwenberg * Economics has traditionally relied on sophisticated mathematical methods as exemplified for example by general equilibrium theory, price theory, or game theory. However

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Probability and Poker Some mathematical exercises by Jeffrey Rosenthal, Department of Statistics, University of Toronto May 1, 2000. This exercise computes various probabilities related to the game of poker. Recall that

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The Algorithmic Revolution in the Social Sciences: Mathematical Economics, Game Theory and Statistics K. Vela Velupillaiy Department of Economics University of Trento

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MEETINGBRIEFS>> IEEE INTERNATIONAL CONFERENCE ON COMPUTATIONAL INTELLIGENCE AND GAMES | 18–21 AUGUST 2010 | COPENHAGEN After describing his methods with dozens of mathematical formulae, Christian Thurau’s next slide

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