全 2 件のコメント

[–]HealthcareEconomist3Krugman Triggers Me 1ポイント2ポイント  (0子コメント)

Edgeworth's theorem assumes perfect information and no frictions (no searching cost for information etc).

The Greenwald-Stiglitz theorem doesn't account for trusted party information when considering asymmetry and allows for intervention PO which fails due to an OLG boundary problem.

I know that these theorems can't contradict each other

Why? They are both abstractions, they are certainly not inviolate.

For the OLG problem public choice theory deals directly with this, while it doesn't really answer how to prevent the problem it does explain why generational issues exist in policy that prevents policy from ever reaching a PO state.

For Edgeworth's theorem see Epsilon-equilibrium as well as game theory in general, beyond not needing perfect information and allowing for searching costs it deals with how transactional strategies play in to equilibria thus allowing for many states of PO.

how efficient can we say markets are?

Good luck getting an answer on this one :) I wouldn't touch it with an nm ft pole.

[–]wumbotariandictatorship of the wumbotariat 0ポイント1ポイント  (0子コメント)

I am sorry that you didn't get a response elsewhere, but economics questions arent really supposed to be posted here.