Selfish Routing and the Price of Anarchy¶
Roughgarden, T. (2005). Selfish Routing and the Price of Anarchy. MIT Press.
Cited by¶
2 citations across 2 artifacts.
Each citation links to the sentence it supports in the citing article.
Primes¶
- Evolutionarily Stable Strategy
- Computer science — stability of distributed protocols against Byzantine deviators, analysis of selfish-routing equilibria, and evolutionary dynamics in multi-agent learning.
This sourceAnalyzes selfish-routing equilibria in networks and the price of anarchy — game-theoretic equilibrium and stability analysis of distributed/selfish agents in computer science.
- Computer science — stability of distributed protocols against Byzantine deviators, analysis of selfish-routing equilibria, and evolutionary dynamics in multi-agent learning.
- Nash Equilibrium
- The stability against unilateral deviation defines it, and crucially it need not be efficient: the equilibrium travel time can exceed the system-optimal time a central planner would assign, and the gap is the price of anarchy.
This sourceDefines and bounds the price of anarchy — the ratio of equilibrium to optimal cost in routing games — quantifying the gap between the Nash user-equilibrium and the system optimum.
- The stability against unilateral deviation defines it, and crucially it need not be efficient: the equilibrium travel time can exceed the system-optimal time a central planner would assign, and the gap is the price of anarchy.
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