The Equilibrium: A Symmetric Case
Coevolutionary Genetic Algorithms for Establishing Nash Equilibrium in Symmetric Cournot Games
... the case of social ...are symmetric, a player can take note of its opponents realized strategies in the course of play, and use them as they are when he updates his ideas, since the effect of these ...
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Asymmetric entry equilibrium in a symmetric trading oligopoly
... Cournot case with discrete technology, also nding zones of multiple equilibria - a feature of our model, ...two symmetric rms in symmetric ...
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The free boundary equilibrium problem for helically symmetric plasmas
... As the pressure is increased the plasma shifts to the right and broadens. The change in shape of the outer flux surface, shown in Fig. 8.18, is not dramatic. Figure 8.19, however, shows that the half-width and mid-point ...
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MATHEMATICAL DESCRIPTION OF THE NON-EQUILIBRIUM STATE OF SYMMETRIC PARTICLE SYSTEMS
... this case, the distribution function of the system state at arbitrary moment of time t can unambiguously be expressed in terms of the distribution function at t = ...
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PREFERENTIAL MATING IN SYMMETRIC MULTILOCUS SYSTEMS: STABILITY CONDITIONS OF THE CENTRAL EQUILIBRIUM
... Preferential assortative mating alone can produce stability for a central polymorphism as in the case of viability selection when sexual attractiveness or general [r] ...
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Phase space equilibrium distributions and their applications to spin systems with nonaxially symmetric Hamiltonians
... The static magnetization currents of single-domain par- ticles are usually calculated using the method of Stoner and Wohlfarth. 7 Their procedure simply consists in minimizing the free energy of the particle comprising ...
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Sion's minimax theorem and Nash equilibrium of symmetric three-players zero-sum game
... not symmetric (in a case of differentiated goods) or firms have different cost functions (in both homogeneous and differ- entiated goods cases), maximin strategies and minimax strategies of firms do not ...
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Sion's minimax theorem and Nash equilibrium of symmetric multi person zero sum game
... not symmetric (in a case of dif- ferentiated goods) or firms have different cost functions (in both homogeneous and differen- tiated goods cases), maximin strategies and minimax strategies of firms do not ...
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Sion's minimax theorem and Nash equilibrium of symmetric three players zero sum game
... not symmetric (in a case of differentiated goods) or firms have different cost functions (in both homogeneous and differ- entiated goods cases), maximin strategies and minimax strategies of firms do not ...
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The case for a symmetric reaction function of the European Central Bank
... of equilibrium selection that is of particular importance to co-ordination ...the equilibrium selected by interacting ...pareto-optimal equilibrium (that is, fiscal restraint) by adopting a ...
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Minimax theorem and Nash equilibrium of symmetric three players zero sum game with two strategic variables
... a symmetric three-players zero-sum game with two strategic variables, choice of strategic variables is irrelevant to the Nash ...Nash equilibrium depends on the choice of strategic variables by players ...
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Incentive to Innovate: Dynamic Optimization Strategy in the Case of a Symmetric Duopoly
... 15 a Cournot duopoly under two different settings: competition and cooperation. They consider a duopoly with homogeneous goods over continuous time. Likewise, I also set up my model in a continuous time horizon even ...
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Symmetric Equilibrium Strategies in Game Theoretical Real Option Models Thijssen, J.J.J.; Huisman, Kuno; Kort, Peter
... The reason for our outcomes to be more realistic is the following. When there is an incentive to be the first to invest (L > F > M ) both firms are willing to take a risk. Since they are both assumed to be risk neutral ...
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On a new generalized symmetric vector equilibrium problem
... the symmetric vector equilibrium problem is introduced and, by mixing properties of the nonlinear scalarization mapping and the maximal element lemma, an existence theorem for it is ...for ...
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Symmetric Approximate Equilibrium Distributions with Finite Support
... an equilibrium distribution if and only if there exists a sequence of symmetric approximate equilibrium distributions of games with fi- nite support that converges to ...have symmetric ...
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Symmetric Approximate Equilibrium Distributions with Finite Support
... an equilibrium distribution if and only if there exists a sequence of symmetric approximate equilibrium distributions of games with fi- nite support that converges to ...have symmetric ...
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Keeping Up With The Joneses In A Non-Symmetric Equilibrium
... why investors overinvest in domestic assets inspite of the documented gains of international risk-diversification. An important and more basic question to ask is whether Joneses pref- erences per se can generate biased ...
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Well posed symmetric vector quasi equilibrium problems
... of symmetric vector quasi-equilibrium ...for symmetric vector quasi-equilibrium problems, and then introduce a well-posedness concept for symmetric vector quasi-equilibrium ...
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On the equivalence of Stackelberg equilibrium and static equilibrium of symmetric multi players zero sum game
... We study a Stackelberg type symmetric dynamic multi-players zero-sum game. One player is the leader and other players are followers. All players have symmetric payoff functions. The game is a two-stages ...
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On the equivalence of Stackelberg equilibrium and static equilibrium of symmetric multi-players zero-sum game
... type symmetric dynamic multi-players zero-sum ...have symmetric payoff ...fully symmetric, the Stackelberg equilibrium and the static equilibrium are ...
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