Capacity constraints, mergers and collusion
By Olivier Compte, F. Jenny, Patrick Rey. 2002
327 citations recorded by the source corpus.
Subfields: Economics and Econometrics, Marketing, Strategy and Management
View Paper: https://www.semanticscholar.org/paper/3764683f3bffd698643a5f122d0ced5a099a4c3f
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Economics and Econometrics
- Marco Ivaldi
- Bruno Jullien
- Jean Tirole
- P. Seabright
- Patrick Rey
- Lars A. Stole
- Giancarlo Spagnolo
- Roland Bénabou
In Marketing
- Marco Ivaldi
- Bruno Jullien
- Jean Tirole
- Patrick Rey
- Lars A. Stole
- Jean-Charles Rochet
- Laurent Simula
- Alain Trannoy
In Strategy and Management
- Jean Tirole
- Bruno Jullien
- Patrick Rey
- Andrei Hagiu
- Julian Wright
- Lars A. Stole
- Justus Haucap
- Mark Armstrong
Citations in the corpus
- Tacit Collusion, Cost Asymmetries, and Mergers (2005, background): “If the condition in (4) (or, equivalently, (5)) holds for all i, then the collusive solution is self-enforcing for every single firm in the coalition.”
- The Economics of Tacit Collusion (2003, background): “…λ = 1) and increases with the asymmetry in production capacity: the smaller the relative size of the small firm, the higher the critical threshold δ*. Compte et al. (2002) generalise this result to an arbitrary number of firms: the above threshold remains relevant, interpreting KS as the…”
- Do Vertical Mergers Facilitate Upstream Collusion? Second Version (2005, unknown): “For the main part of the paper, we will follow the tradition of Friedman (1971) and consider whether such equilibria are supportable by the play of trigger strategies: infinite reversion to the repeated play of the static equilibrium of the stage game, following a deviation by one of the firms.”
- Explicit vs. Tacit Collusion – The Impact of Communication in Oligopoly Experiments (2012, unknown): “See Compte et al. (2002) and Kühn (forthcoming).”
- Excess Capacity and Pricing in Bertrand-Edgeworth Markets: Experimental Evidence (2013, unknown): “p [ (F (p))n−1(m− nk) + k ] = p(m− (n− 1)k) (6) (F (p))n−1 = p(m− (n− 1)k)− pk p(m− nk) (7)”