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Adapting to Conflict: Equilibrium Structure and Adaptive Learning in Harmonic Games
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Studies equilibrium structure and adaptive learning dynamics in harmonic games, a robust generalization of zero-sum games that is invariant under strategic equivalence.
Problem
Zero-sum games can fail to capture conflict even in simple settings, and harmonic games, a more robust model of opposed interests, have a structure whose equilibria and learning behavior are not well understood.
Approach
Harmonic games generalize zero-sum competition beyond pairwise settings while staying invariant under strategic equivalence; the paper characterizes the equilibrium structure of odd-dimensional harmonic games and studies adaptive learning in them.
Key results
- Abstract states that in odd-dimensional harmonic games the set of totally mixed Nash equilibria has a structural property (truncated in the provided text, so details unknown).
Limitations
- Only the abstract is available; full text was not provided.
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