Optimal Collusion with Private Information

By Susan Athey, K. Bagwell. 2001

438 citations recorded by the source corpus.

We analyze collusion in an infinitely repeated Bertrand game, where prices are publicly observed and each firm receives a privately observed, i.i.d. cost shock in each period. Productive efficiency is possible only if high-cost firms relinquish market share. In the most profitable collusive schemes, firms implement productive efficiency, and high-cost firms are favored with higher expected market share in future periods. If types are discrete, there exists a discount factor strictly less than one above which first-best profits can be attained using history-dependent reallocation of market share between equally efficient firms. We also analyze the role of communication and side-payments.

Subfields: Accounting, Management Science and Operations Research, Strategy and Management

View Paper: https://www.semanticscholar.org/paper/295f634b52b5578b68edbc862ff0978f589b2c68

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In Accounting

  1. Yuliy Sannikov
  2. Sylvain Chassang
  3. Johannes Hörner
  4. Tristan Tomala
  5. Stefano Lovo
  6. Jr. Joseph E. Harrington
  7. Andrzej Skrzypacz
  8. K. Bagwell

In Management Science and Operations Research

  1. Sylvain Chassang
  2. Yuliy Sannikov
  3. Jr. Joseph E. Harrington
  4. Joseph E. Harrington Jr.
  5. Andrzej Skrzypacz
  6. K. Bagwell
  7. Susan Athey
  8. Tristan Tomala

In Strategy and Management

  1. Yuliy Sannikov
  2. Sylvain Chassang
  3. Johannes Hörner
  4. Tristan Tomala
  5. Stefano Lovo
  6. Andrzej Skrzypacz
  7. Jr. Joseph E. Harrington
  8. K. Bagwell

Citations in the corpus