A Stock Flow Consistent Model of a Closed Economy with Defaults of Firms

I. Voloshyn
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Abstract

Sequentially examining the full chain of events starting from the default of firms through the fire-sale of goods towards write-offs of bad loans, a new matrix of financial transactions was developed. It was shown that if firms have no equities, the cost of default of those firms is equal zero. Indeed, firms suffer from losses on fire-sales but at the same time, they have a benefit from write-offs of their loans. Whereas, banks incur only the losses on bad loans. This situation may restrain lending to the economy. The considered matrix of financial transactions was incorporated in the transactions-flows matrix of the closed economy consisting of households, firms, and banks. The obtained matrix significantly differs from Goodley’s and Lavoie’s matrix that the flows caused by write-offs of bad loans were taken to flows of incomes and expenses, not to the flows generated by changes in operating assets and liabilities. On the basis of the balance sheet and transactions-flows matrices, a mathematical model of the economy was developed. The used stock-flow consistent framework allows us to be sure that nothing will be lost neither in stocks nor in flows. The model allows studying how such the key parameters as the probability of default, the rate of fire-sales (new injected parameter), recovery rate, interest rates on loans and deposits affect the performance of banks and firms, observing economic dynamics in time under different macroprudential policy rules. Numerical simulation of the model was carried out. Under chosen parameters of the models, the net wealth of firms rises due to the cost of default is zero, while both the net wealth of banks and households at the beginning run high and then falls. Reasons for such behavior of the net wealth are significantly different. The net wealth of banks begins to fall due to the accumulation of credit losses. Whereas, the net wealth of households does begin to fall due to profit paradox, when workers of households have no sufficient money in order to buy out all produced goods, due to there is price markup.
具有企业违约的封闭经济的库存流动一致性模型
从公司违约到货物贱卖,再到坏账冲销,对整个事件链进行了顺序检查,形成了一个新的金融交易矩阵。结果表明,如果企业没有股权,这些企业的违约成本等于零。的确,公司在大甩卖中蒙受了损失,但与此同时,它们也从冲销贷款中获益。而银行只承担不良贷款的损失。这种情况可能会抑制对经济的贷款。考虑的金融交易矩阵被纳入由家庭、公司和银行组成的封闭经济的交易-流动矩阵中。所得到的矩阵与Goodley和Lavoie的矩阵有很大的不同,前者将坏账冲销引起的流量计入收入和费用的流量,而不是计入经营性资产和负债变化产生的流量。在资产负债表和交易-流动矩阵的基础上,建立了经济的数学模型。使用的库存流量一致框架使我们能够确保库存和流量都不会损失。该模型可以研究违约概率、甩卖率(新注入参数)、回收率、存贷款利率等关键参数对银行和企业绩效的影响,及时观察不同宏观审慎政策规则下的经济动态。对该模型进行了数值模拟。在模型的选定参数下,由于违约成本为零,企业的净财富上升,而银行和家庭的净财富在开始时都很高,然后下降。造成这种净财富行为的原因有很大的不同。由于信贷损失的累积,银行的净财富开始下降。然而,由于利润悖论,当家庭工人没有足够的钱来购买所有生产的商品时,由于价格上涨,家庭的净财富确实开始下降。
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