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- No-trade_theorem abstract "In financial economics, the no-trade theorem states that if markets are in a state of efficient equilibrium, if there are no noise traders or other non-rational interferences with prices, and if the structure by which traders or potential traders acquire information is itself common knowledge, then even though some traders may possess private information, none of them will be in a position to profit from it. The assumptions are deliberately unrealistic, but the theorem may nonetheless be pertinent to debates over inside information.It was demonstrated by Paul Milgrom and Nancy Stokey in their 1982 paper, "Information, trade and common knowledge".".
- No-trade_theorem wikiPageID "1192056".
- No-trade_theorem wikiPageRevisionID "603130041".
- No-trade_theorem hasPhotoCollection No-trade_theorem.
- No-trade_theorem subject Category:1982_in_economics.
- No-trade_theorem subject Category:Economics_theorems.
- No-trade_theorem subject Category:Financial_economics.
- No-trade_theorem type Abstraction100002137.
- No-trade_theorem type Communication100033020.
- No-trade_theorem type EconomicsTheorems.
- No-trade_theorem type Message106598915.
- No-trade_theorem type Proposition106750804.
- No-trade_theorem type Statement106722453.
- No-trade_theorem type Theorem106752293.
- No-trade_theorem comment "In financial economics, the no-trade theorem states that if markets are in a state of efficient equilibrium, if there are no noise traders or other non-rational interferences with prices, and if the structure by which traders or potential traders acquire information is itself common knowledge, then even though some traders may possess private information, none of them will be in a position to profit from it.".
- No-trade_theorem label "No-trade theorem".
- No-trade_theorem sameAs m.04g1mz.
- No-trade_theorem sameAs Q7042801.
- No-trade_theorem sameAs Q7042801.
- No-trade_theorem sameAs No-trade_theorem.
- No-trade_theorem wasDerivedFrom No-trade_theorem?oldid=603130041.
- No-trade_theorem isPrimaryTopicOf No-trade_theorem.