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Comment on Johnson’s creating dimensional stock-flow inconsistency in Binswanger’s model

Pages 319-327 | Published online: 10 May 2018
 

ABSTRACT

Binswanger (Citation2009) constructed a model of a pure credit money economy with production to demonstrate the existence of growth imperative in such economies. This model entails a misspecification because money may disappear from the economy at the alleged minimal steady state growth rate (Gilányi Citation2015). Johnson (Citation2015) attributes this inconsistency to the confusion between the stock of outstanding loans at the end of period and the flow of loans taken during the period; that he calls dimensional stock-flow inconsistency. On the grounds of this criticism he modifies some flows to eliminate the problem raised by Gilányi. Binswanger (Citation2015) omits this criticism because it is a simple misinterpretation of his model; rather he explains the inadequacy of Johnson’s specification of flows. Doing so, he makes believe that there is still an unsettled debate on whether to treat loans as stocks or as flows in his model. This note demonstrates that both model specifications are dimensionally stock-flow consistent. Hence, Johnson’s criticism is just a narrative behind the rationale of altering flows in the model; the controversy is not on dimensional stock-flow inconsistency but on the logically coherent specification of the magnitude of flows in the model.

JEL CLASSIFICATIONS:

Notes

1Because more money is destroyed than created in a period with intraperiod loans, the omission of intraperiod loans will result in higher money stock at the end of period relative to the situation where intraperiod loans are not simplified away. To have the original money stock where intraperiod loans are not simplified away, more money should disappear due to inter-period lending. Hence the interperiod interest rate must be raised to include the leakage of money out of intraperiod lending.

Additional information

Notes on contributors

Zsolt Gilányi

Zsolt Gilányi is head of the Department of Economics, Faculty of Economics at the Budapest University of Technology and Economics in Budapest, Hungary.

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