In the neoclassical financing theory the perfect capital market is a construction of acceptance, which is used for the simplification of theoretical models.
A theoretical capital market is considered as perfect if all following conditions are fulfilled:
From these conditions follows that a equivalent perfect capital market does not offer a possibility of the arbitrage, it is arbitrage-free.
The perfect capital market is one of the fundamental acceptance for many models important in the financing theory as for example the Capital ate Pricing Model, the arbitrage Pricing Theory and the Modigliani Miller theorem. Also in the macro-economic analysis this Annahmenkonstrukt use finds, like for example in the monetary rate of exchange theory and the Ricardiani equivalence.
If one of these conditions is not fulfilled, one speaks of an imperfect capital market (also: imperfekter capital market). Models can be provided by the deviation from these strict conditions, which can illustrate the actual market happening clearly more realistically.
Under the condition of safe expectations are deviating am and credit interest-corrode the most important case for market incompleteness. Investment and financing are then no longer arbitrarily exchangeable, but connected with additional costs, equally different alternatives to different payment stream can lead and thus from the market interest charges deviating net yields. Further transaction costs and the influence of the demand side on the price structuring can be modelled.
Even if the acceptance of safe expectations is given up to favour by uncertainty, develop in particular models, which result from the presence of asymmetrical information distribution. Admits became above all the Lemons problem examined by the George A. Akerlof, which is transferable to capital markets also.
Generally is in this connection the procedure of the price distinction admits. This finds in material capital markets for example with financing conditions application, which are coupled to the evaluation by Ratingagenturen.
The incompleteness of the capital market supplies an important argument for the explanation of the existence of banks.
In the bank range further incompleteness comes to carrying:
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