Statistical Mechanics of Systems with Heterogeneous Agents¶
Challet, M., & Zecchina. (2000). Statistical Mechanics of Systems with Heterogeneous Agents: Minority Games.
Cited by¶
1 citation across 1 artifact.
Each citation links to the sentence it supports in the citing article.
Domain-specific¶
- El Farol Bar Problem
- Agent-based computational economics — the founding habitat, where Arthur used it to argue that deductive rationality fails when no symmetric equilibrium exists and inductive, hypothesis-ranking reasoning is the structurally correct response. Minority games (statistical mechanics) — the formal generalization (Challet-Zhang-Marsili-Zecchina), where spin-glass tools give memory-versus-population phase diagrams marking efficient/inefficient regime transitions
This sourceThe spin-glass (replica) solution of the minority game, showing a phase transition at a critical ratio of information states to agents (alpha_c about 0.34) between an unpredictable and a predictable phase.
Supported in partVerified against the source
- Agent-based computational economics — the founding habitat, where Arthur used it to argue that deductive rationality fails when no symmetric equilibrium exists and inductive, hypothesis-ranking reasoning is the structurally correct response. Minority games (statistical mechanics) — the formal generalization (Challet-Zhang-Marsili-Zecchina), where spin-glass tools give memory-versus-population phase diagrams marking efficient/inefficient regime transitions
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Registry ID ref:70c2fadc87a7 · see in the full table