Unemployment and inflation in Western Europe: solution by the boundary element method
Ivan Kitov, Oleg Kitov

TL;DR
This paper models unemployment and inflation in Western Europe and the US using a boundary element method analog, achieving high explanatory power without relying on stochastic processes.
Contribution
It extends a deterministic boundary element model of unemployment-inflation dynamics to Western Europe and the US, with successful long-term predictions.
Findings
Model explains 65-95% of variability in unemployment and inflation.
Accurate nine-year unemployment forecast for Italy with 0.55% RMS error.
Predicted unemployment growth in Italy reaching 11.4% by 2012.
Abstract
Using an analog of the boundary element method in engineering and science, we analyze and model unemployment rate in Austria, Italy, the Netherlands, Sweden, Switzerland, and the United States as a function of inflation and the change in labor force. Originally, the model linking unemployment to inflation and labor force was developed and successfully tested for Austria, Canada, France, Germany, Japan, and the United States. Autoregressive properties of neither of these variables are used to predict their evolution. In this sense, the model is a self-consistent and completely deterministic one without any stochastic component (external shocks) except that associated with measurement errors and changes in measurement units. Nevertheless, the model explains between 65% and 95% of the variability in unemployment and inflation. For Italy, the rate of unemployment is predicted at a time…
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Taxonomy
TopicsMonetary Policy and Economic Impact · Matrix Theory and Algorithms · Modeling, Simulation, and Optimization
