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The sizes of "repayment". What results of the analysis of the theorem of Kouza with

The help of the device of the theory of games? Within the limits of co-operative games

The theorem of Kouza gets tautological character and It is carried out by definition. For not co-operative games Critical value has the answer to a question: whether means

The information available for both participants or not? The theorem - remains in force in the first case and ceases to work In the second. In an asymmetric situation, when one participant Another possesses made, and - the imperfect information, Results appear ambiguous. The theorem is carried out, If the sizes of a prospective damage are precisely unknown from Outer effects, but it is not carried out, if it is unknown Structure of preferences of an opposite side (60). The theorem of Kouza was exposed also to experimental check. Experimental researches have shown that it ceases To be carried out at number of participants of the transaction over two. At the same time and at three participants in 80 - 90 % of cases an outcome It appeared optimum (38). At last, the theorem of Kouza can bring accusation in

Are not equal to zero. But to tell so, would mean not to catch the basic idea of the theorem - . Its purpose consists in proving from

Costs. The theorem of Kouza in essence solves one of "eternal" Political economy problems: whether there are conditions, at Which manufacture and efficiency laws do not depend from Distribution laws, and if yes, what they? The theorem - responds that that manufacture process

The goods and services and process of distribution of the income have appeared

Costs should be equal to zero (it the rights Properties is other designation of that fact that Costs for their specification and protection are very high). Property relations start to influence process

Therefore in the real world of the relation of manufacture and the relation Properties are always interconnected, for transaction costs Never happen zero. It also does them The central explaining category of the theory of the rights Properties.

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