2010
DOI: 10.2202/1935-1682.2157
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R&D-Hindering Collusion

Abstract: In an extended version of d'Aspremont and Jacquemin's (1988) R&D competition model, we identify a region where the game is a prisoner's dilemma in that region firms' optimal strategy still prescribes to invest in R&D. However, they would obtain a higher profit by not investing at all. A standard Folk Theorem argument suggests that firms implicitly tend to collude and refrain from investing in R&D when their interaction is repeated. When this happens, social welfare shrinks, but we argue that promot… Show more

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Cited by 11 publications
(19 citation statements)
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“…in the resulting 2 × 2 R&D game) emerges for a subset of parameters of the model (also see Amir, 2000b). Finally, Bachiegga et al . (2008) characterize a prisoner's dilemma in a modified version of the AJ model where firms decide in an added initial period whether they will engage in R&D or not.…”
mentioning
confidence: 97%
“…in the resulting 2 × 2 R&D game) emerges for a subset of parameters of the model (also see Amir, 2000b). Finally, Bachiegga et al . (2008) characterize a prisoner's dilemma in a modified version of the AJ model where firms decide in an added initial period whether they will engage in R&D or not.…”
mentioning
confidence: 97%
“…To make this point, we extend the AJ model of cost-reducing R&D considering CSR (instead of only profit-maximizing) firms. The main findings of this work go in the direction of solving the prisoner's dilemma that emerge in the AJ literature (Bacchiega et al 2010) also in the absence of R&D spillovers. This is because of the pro-social effects that CSR generates on output passing through the R&D investments.…”
Section: Introductionmentioning
confidence: 82%
“…First, regardless of the degree of spillover (spillover is the extent to which one firm's R&D reduces the production cost of their rival), firms will not typically overinvest. If the degree of spillover is small, the prisoner's dilemma causes them to invest more individually than they would cooperatively (although the cooperative level is nonzero) but invest less than would a social planner (Bachiegga, Lambertini, & Mantovani, ). If the degree of spillover is large, the externality causes duopolists to underinvest relative to both the social planner and their own cooperatively chosen investment (D'Aspremont & Jacquemin, ).…”
Section: Literature Review and Contextmentioning
confidence: 99%