2010
DOI: 10.1016/j.jet.2010.01.013
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Symmetry-breaking in two-player games via strategic substitutes and diagonal nonconcavity: A synthesis

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Cited by 43 publications
(31 citation statements)
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“…A sufficient condition for the integral above to be positive is that G θ ð Þ + k þ g θ ð Þ be an increasing function, which holds trivially if g θ ð Þ + θg ′ θ ð Þ≥0, i.e., under Assumptions 1 and 2. Now existence of at least one pair of asymmetric equilibria follows from Theorem 3.1. in Amir et al (2010) as ( Regarding uniqueness the result follows from the fact that the slope of the best correspondence function of the small firm is smaller than the one corresponding to the large firm so that they can cross only once, i.e.,…”
Section: Discussionmentioning
confidence: 99%
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“…A sufficient condition for the integral above to be positive is that G θ ð Þ + k þ g θ ð Þ be an increasing function, which holds trivially if g θ ð Þ + θg ′ θ ð Þ≥0, i.e., under Assumptions 1 and 2. Now existence of at least one pair of asymmetric equilibria follows from Theorem 3.1. in Amir et al (2010) as ( Regarding uniqueness the result follows from the fact that the slope of the best correspondence function of the small firm is smaller than the one corresponding to the large firm so that they can cross only once, i.e.,…”
Section: Discussionmentioning
confidence: 99%
“…4 Endogenous asymmetries also arise in a broad family of studies in applied microeconomics. They all share two important features with our model: some form of non concavity in payoffs, and submodularity in first period actions (Amir et al, 2010). Among these studies, our approach for proving equilibrium existence closely follows Amir and Wooders (2000), who analyze a two stage game of R&D investments followed by product market competition.…”
Section: Introductionmentioning
confidence: 99%
“…The first point of Proposition 2 is that an equilibrium in pure strategy always exists (this draws on Amir et al , ). Next, the proposition emphasizes the dual effects on development strategies of the value of preemption and of the combination on resources.…”
Section: Investment In Resource Quality (Stage 1)mentioning
confidence: 99%
“…Such asymmetric equilibria in oligopoly R&D games, although in different contexts, are already captured by some studies (see Tesoriere, ; Amir et al, , ). In the open economy setting, we find that the asymmetric equilibria may arise where the governments, as first mover players, play asymmetric trade policies.…”
Section: The Analysismentioning
confidence: 76%