Budget balancing in a two-dimensional macroeconomic model |
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Authors: | Éva Gyurkovics Dietmar Meyer Tibor Takács |
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Institution: | 1. School of Mathematics, Budapest University of Technology and Economics , M?egyetem rkp. 3, Budapest, H-1521, Hungary gye@math.bme.hu;3. Department of Economics , Budapest University of Technology and Economics , M?egyetem rkp. 3, Budapest, H-1521, Hungary;4. ECOSTAT Institute for Economic Analysis and Informatics , Andor u. 47?–?49, Budapest, H-1119, Hungary |
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Abstract: | A two-person nonlinear dynamic game is presented to model the government's strategy to decrease the budget deficit, where Player 1 is the government using fiscal control and Player 2 represents the private sector. In our macroeconomic model the growth rate of the labour force is not known, but its lower and upper bounds are given a priori. This means that the system is uncertain, which makes the determination of an optimal solution (in a Nash, Stackelberg, etc. sense) impossible. Therefore, only a guaranteeing cost control is determined for Player 1. It is shown that the balancing by a guaranteeing cost control is possible even in the most unfavourable situation, when the governmental debt is higher and the volume of fixed capital stock is lower than the equilibrium value. |
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Keywords: | Nonlinear dynamic game Macroeconomic model Uncertain system Guaranteeing cost control Robust state feedback |
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