Incomplete third-degree price discrimination, and market partition problem
We introduce in this paper the "incomplete" third-degree price discrimination, which is the situation where a monopolist must charge at most k different prices while the total market is composed of n markets, with n>k. We thus study the optimal partition problem of the n markets in k groups. As a byproduct, when k=2, we are able to reconsider the so-called (Robinsonian) weak-strong partition.
Volume (Year): 29 (2009)
Issue (Month): 4 ()
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