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An admissible set occurring in various bargaining situations
Ehud Kalai
*
, David Schmeidler
*
Corresponding author for this work
Managerial Economics, Decision Sciences and Operations
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Article
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peer-review
33
Scopus citations
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Economics, Econometrics and Finance
Perfect Competition
100%
Barter Economy
100%
Business Mathematics
100%
Noncooperative Game
100%
Price
100%
Cooperative Game
100%
Nash Equilibrium
100%
Keyphrases
Admissible Set
100%
High Probability
16%
Dynamic Process
16%
Game Theory
16%
Nash Equilibrium
16%
Equilibrium Price
16%
Two-person Zero-sum Game
16%
Transitive Closure
16%
Cooperative Game
16%
Exchange Economy
16%
Mathematical Economics
16%
Binary Relation
16%
Non-cooperation Game
16%
Stochastic Dynamics
16%
Competitive Equilibrium
16%
Max-min
16%
Maximal Element
16%
Mathematics
Admissible Set
100%
Nash Equilibrium
16%
Transitive Closure
16%
Noncooperative Game
16%
Equilibrium Price
16%
Probability Theory
16%
Cooperative Game
16%
Mathematical Economics
16%
Min-Max
16%
Stochastics
16%
Binary Relation
16%
Dynamic Process
16%
Maximal Element
16%