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Economics
Foundational Economics
Game Theory
1. Introduction to Game Theory
2. Fundamental Elements of Games
3. Game Classification and Representation
4. Solution Concepts for Static Games
5. Classic Static Games
6. Dynamic Games and Sequential Decision-Making
7. Games with Incomplete Information
8. Cooperative Game Theory
9. Mechanism Design and Implementation
10. Evolutionary Game Theory
11. Behavioral Game Theory
12. Applications Across Disciplines
Cooperative Game Theory
Coalition Form Games
Characteristic Functions
Coalition Values
Superadditivity
Convexity
Transferable Utility
Side Payments
Utility Transferability
Core Theory
Definition and Properties
Stability Concepts
Existence Conditions
Relationship to Competitive Equilibrium
Solution Concepts
The Shapley Value
Axioms
Efficiency
Symmetry
Dummy Player
Additivity
Calculation Methods
Interpretation as Fair Division
Nucleolus
Lexicographic Minimization
Complaint-Based Approach
Uniqueness Properties
Stable Sets
Von Neumann-Morgenstern Solution
Domination Relations
Internal and External Stability
Bargaining Theory
Nash Bargaining Solution
Axioms
Pareto Efficiency
Symmetry
Independence of Irrelevant Alternatives
Invariance to Affine Transformations
Unique Solution
Rubinstein Bargaining Model
Alternating Offers
Time Preferences
Subgame Perfect Equilibrium
Relationship to Nash Solution
Kalai-Smorodinsky Solution
Equal Relative Gains
Monotonicity Property
Voting Games
Simple Games
Winning and Losing Coalitions
Minimal Winning Coalitions
Power Indices
Shapley-Shubik Index
Banzhaf Index
Voting Power vs. Voting Weight
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7. Games with Incomplete Information
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9. Mechanism Design and Implementation