Strategic Decision Making in Cooperative and Non-Cooperative Games
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Description
This exam assesses theoretical frameworks of strategic interactions in cooperative and non-cooperative games, focusing on key concepts like Nash Equilibrium and Pareto Efficiency. Understanding these topics is vital for applications in economics and policy-making.
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Exam Details
Duration: 45 minutes
Prerequisites: Basic Game Theory, Introduction to Economics, Mathematical Economics
Key Topics
- Nash Equilibrium
- Pareto Efficiency
- Cooperative Games
- Non-Cooperative Games
- Prisoner's Dilemma
Learning Outcomes
- Analyze Strategic Interactions
- Articulate Key Concepts
- Evaluate Real-World Applications
- Formulate Strategic Solutions
Full Description
This exam evaluates the theoretical frameworks governing strategic interactions in both cooperative and non-cooperative settings. Key concepts include Nash Equilibrium, Pareto Efficiency, and the Prisonerβs Dilemma, focusing on their implications for decision-making processes.
Understanding these principles is crucial in various fields, including economics, political science, and sociology. They inform policy-making, negotiation strategies, and market competition, highlighting the importance of anticipating others' actions.
The exam will test verbal articulation concerning key definitions, the ability to analyze real-world examples, and the understanding of strategic equilibrium concepts. Candidates should be prepared to discuss the relevance of game theory in contemporary scenarios.
Candidates should demonstrate a clear comprehension of core principles, alongside the ability to relate them to practical contexts discussed in previous coursework.
Sample Questions
- What is the significance of Nash Equilibrium in strategic decision making?
- How do cooperative games differ from non-cooperative games in terms of outcome predictability?
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