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Collusion - E-Cours - Université de la Réunion

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[172] LAMBERTINI Luca (1997), Prisoners’dilemma in duopoly (super)games,Journal of Economic Theory, 77, 181-191.[173] LAMBERTINI Luca, Sougata PODDAR et Dan SASAKI (1998), Standardizationand the stability of collusion, Economics Letters, 58, 303-310.[174] LAMBERTINI Luca, Sougata PODDAR et Dan SASAKI (2002), Researchjoint ventures, product di¤erentiation, and price collusion, InternationalJournal of Industrial Organization, 20, 829-854.[175] LAMBERTINI Luca, Sougata PODDAR et Dan SASAKI (2003), RJVsin product innovation and cartel stability, Review of Economic Design, 7,465-477.[176] LAMBERTINI Luca et Dan SASAKI (1999), Optimal punishments inlinear duopoly supergames with product di¤erentiation, Journal of Economics,69, 173-188.[177] LAMBERTINI Luca et Dan SASAKI (2001), Marginal costs and collusivesustainability, Economics Letters, 72, 117-120.[178] LAMBERTINI Luca et Dan SASAKI (2002), Non-negativity quantity constraintsand the duration of punishment, Japanese Economic Review, 53,77-93.[179] LAMBERTINI Luca et Christian SCHULTZ (2003), Price or quantity intacit collusion?, Economics Letters, 78, 131-137.[180] LAMBERTINI Luca et Marco TROMBETTA (2002), Delegation and…rms’ability to collu<strong>de</strong>, Journal of Economic Behavior & Organization,47, 359-373.[181] LAMBSON V. (1987), Optimal penal co<strong>de</strong>s in price setting supergameswith capacity constraints, Review of Economic Studies, 54, 385-397.[182] LAMBSON V. (1994), Some results on optimal penal co<strong>de</strong>s in asymmetricBertrand supergames, Journal of Economic Theory, 62, 444-468.[183] LAMBSON V. (1995), Optimal penal co<strong>de</strong>s in nearly symmetric Bertrandsupergames with capacity constraints, Journal of Mathematical Economics,24, 1-22.203

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