نتایج جستجو برای: cournot equilibrium
تعداد نتایج: 129952 فیلتر نتایج به سال:
Applying the concepts of Nash, Bayesian, and correlated equilibria to the analysis of strategic interaction requires that players possess objective knowledge of the game and opponents' strategies. Such knowledge is often not available. The proposed notions of subjective games and of subjective Nash and correlated equilibria replace essential but unavailable objective knowledge by subjective ass...
This research examines results from laboratory experiments in which five human subjects participate as sellers in a Cournot oligopoly environment. The central issue is whether repeated play among a group of privately informed subjects will lead to convergence to a unique, static, noncooperative Nash equilibrium. The experiments were designed so that the implications of different hypotheses abou...
Consider a Bertrand model in which each rm may be inactive with a known probability, so the number of active rms is uncertain. This activity level can be endogenized in any of several ways{ as whether to incur a xed cost of activity, as output choice, or as quality choice. Our model has a mixed-strategy equilibrium, in which industry pro ts are positive and decline with the number of rms, the s...
Electricity market liberalization aims to boost competition at the level of each member state as well as within the European Union (EU). Therefore, observing the strategic behavior of the market players (e.g. related to net access, cooperation or refusal to collaborate, etc.) becomes crucial. There are different mathematical models for describing the behaviour of a competitive market. For the s...
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Consider a Bertrand model in which each rm may be inactive with a known probability, so the number of active rms is uncertain. This simple model has a mixed-strategy equilibrium in which industry pro ts are positive and decline with the number of rms, the same features which make the Cournot model attractive. Unlike in a Cournot model with similar incomplete information, Bertrand pro ts always ...
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