evolutionary games
State-Policy Dynamics in Evolutionary Games
... stochastic games are useful ...considering evolutionary perspective in the game and then creating a link with dynamical ...fact, evolutionary games can be interpreted as a dynamical system ...
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Evolution of cooperation in evolutionary games with the opting-out strategy and under random environmental noise
... in evolutionary games can take several forms such as probabilistic encounter rules or mixed strategies depending or not on the replies of others (Taylor and Jonker, 1978; Eshel and Cavalli-Sforza, 1982; ...
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Coupled State Policy Dynamics in Evolutionary Games
... In this chapter, we have considered a particular type of evolutionary game in which the action of the individual not only determines its immediate fitness but it also impacts his state. The aim is to describe the ...
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Computational models of trust and reputation : agents, evolutionary games, and social networks
... The key hypothesis here is that the ability to compile and process complex social information by way of trust and reputation has played a critical role in the e[r] ...
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Correlated equilibria, evolutionary games and population dynamics
... 7.2. RESEARCH TOPICS IN EVOLUTIONARY GAME THEORY 127 Permanence. A very important issue, from an ecological perspective, is whether diversity will be maintained. That is, whether, with high proba- bility, all ...
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Two-by-two static, evolutionary and dynamic games
... games is population ...such games still in the 2 × 2 case, and look at their relationship to evolutionary ...differential games. The literature on differential games bears a striking ...
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Revisiting Evolutionary Game Theory
... standard evolutionary games one often uses the notion of Evolutionary Stable Strategy (ESS) as a solution concept, which is stronger than a Nash equilib- rium (it is robust against deviation of a ...
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Conversation and Games
... Keywords: Strategic reasoning · Conversations · Dialogues · Infinite games · Epistemic game theory 1 Introduction Conversations have a natural analysis as games. They involve typically at least two agents, ...
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Acyclic Gambling Games
... and investigate its limit when λ goes to 0. We show that under a strong acyclicity condition, the limit exists and is characterized as the unique solution of a system of functional equations: the limit is the unique ...
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Games of Influence
... influence games, and we introduce game-theoretic concepts adapted to our information model (perfect-recall and memory-less uniform strategies), as well as solution concepts that take into consideration the ...
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Gibbard-Satterthwaite Games
... 2-by-2 games that can arise in this setting for two simple voting rules, namely Plurality and Borda, and study the complexity of determining whether a given manipulative vote weakly domi- nates truth-telling, as ...
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Commutative Stochastic Games
... In general, the uniform value does not exist if the players have different information. For example, repeated games with incomplete information on both sides do not have a uniform value [AM95]. Nevertheless, ...
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Gibbard-Satterthwaite Games
... ple 7, where we show that countermanipulations can make the game much more complex. We model the interaction among the manipulators as a normal-form game, where the players — called GS-manipulators— are a subset of the ...
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Ice sliding games
... Keywords: Combinatorial game theory; Graph theory; Sliding games 1. Background and definitions Sliding/pushing puzzles are classical problems used for entertainment. In a slid- ing puzzle, entities (often ...
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Conversation and Games
... move, all the players dynamically update their beliefs through Bayesian updates. The notions of ‘optimal strategies’, ‘best-response’, ‘rationality’, ‘common belief in rationality’ etc. can then be defined in the ...
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Pursuit-Evasion Games and Zero-sum Two-person Differential Games
... pursuit-evasion games, the main issue is to distinguish initial states, called cap- turable, for which a Pursuer’s strategy causing finite-time capture against any defense exists, from those, called safe, for ...
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Elementary Games and Games whose Correlated Equilibrium Polytope has Full Dimension
... Nau et al [4] proved that if G is nontrivial, then all Nash equilibria lie on the boundary of C 3 . If furthermore C has full dimension, its boundary coincides with its relative boundary, hence all Nash equilibria lie on ...
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eCandy Evolutionary Camera Network Deploy
... Par ce résultat, nous avons démontré que notre algorithme surpasse la méthode par programmation linéaire d'Erdem et Sclaroff et ce, dans un contexte plus complexe encore puisque nous p[r] ...
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Mathematical modeling and evolutionary processes
... The Hamilton-Jacobi approach applies only to clustering expansions as it is based on the assumption of slow motion. It shows that clusters influence one another, which in turn affects the rates of appearance of ...
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Statistical potentials for evolutionary studies
... the evolutionary model and the statistical tools to perform phyloge- netic inference and model comparison dealing with site ...the evolutionary process, the accuracy of the model will be highly dependent on ...
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