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Return of the capital coefficients matrix

机译：资本系数矩阵返回

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摘要

A core ingredient of post-disaster input-output recovery models is the reconstruction of lost production capacity. Therefore, one would expect a set of models endowed with capital coefficients matrices to be available for analysis. However, this is not the case, possibly due to earlier negative experiences with such models. Nevertheless, in this paper, we aim to show that there is a class of problems that can be addressed successfully with a dynamic input-output model with a fully functioning capital coefficients matrix. We put forward that if reconstruction is tightly planned, investment and therewith gross output essentially become pre-determined. This also means that traditional final demand becomes an endogenous residual, with the model being transformed into a distribution and allocation model. We begin with a reordering of variables and equations as proposed in Leontief's dynamic inverse, and then move on directly to the newly proposed model. Suggestions for further work are given.
机译：灾后投入输出恢复模型的核心成分是生产能力的重建。因此，人们会期望一组模型赋予资本系数矩阵，以用于分析。然而，这不是这种情况，可能是由于这些模型的早期负面经历。然而，在本文中，我们的目标是表明存在一类问题，可以通过具有完全运行的资本系数矩阵的动态输入 - 输出模型成功解决。我们提出，如果重建是紧密策划的，投资和总产量基本上是预先确定的。这也意味着传统的最终需求成为内源性残差，该模型被转变为分布和分配模型。我们首先在Leontief的动态逆中提出的变量和方程式，然后直接进入新提出的模型。给出了进一步工作的建议。

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