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A constructive proof of the existence of collateral equilibrium for a two-period exchange economy based on a smooth interior-point path

机译:基于平滑内点路径的两期交换经济的抵押均衡存在的建设性证据

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摘要

In the real economic world, we often suffer from the default risk—thepresent financial crisis could serve as an evidence. The long established idea forinhibiting the default behavior is to resort to collateral, and this idea has profoundeffect on the market equilibrium. To study this effect, we make an investigation of theeconomy wherein default risk is present, assets are collateralized and households arerisk-averse. We shall prove that the economy is in possession of an equilibrium. Thisproof is distinct from the existing one, in two respects: First it shows that equilibriumexists for the Leontief utility function, and second it is constructive. By constructivewe mean that, on the basis of this proof,we can (and we shall) develop an algorithm forcomputing that equilibrium. The algorithm developed is of a path-following type. Itstarts from an economy which consists of several sub-economies, each with a completemarket and a Cobb–Douglas utility function; and it terminates at the equilibrium of theeconomy under consideration. The algorithm is shown by simulation to be effective.
机译:在现实的经济世界中,我们经常遭受违约风险的困扰-当前的金融危机可以作为证据。抑制违约行为的根深蒂固的观念是诉诸抵押品,这种观念对市场均衡具有深远的影响。为了研究这种影响,我们对存在违约风险,抵押资产和避免家庭风险的经济进行了调查。我们将证明经济处于均衡状态。该证明在两个方面与现有证明不同:首先,它表明Leontief效用函数存在均衡,其次,它是建设性的。构造性的意思是,在此证明的基础上,我们可以(并且应该)开发一种算法来计算该平衡。开发的算法是路径跟踪类型的。它从一个经济体开始,这个经济体由几个子经济体组成,每个子经济体都有一个完整的市场和一个Cobb–Douglas效用函数。它终止于所考虑的经济平衡点。仿真表明该算法是有效的。

著录项

  • 作者

    Ma, Wei;

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  • 年度 2015
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  • 原文格式 PDF
  • 正文语种 en
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