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Budget balancing in a two-dimensional macroeconomic model
Authors:Éva Gyurkovics  Dietmar Meyer  Tibor Takács
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
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.
Keywords:Nonlinear dynamic game  Macroeconomic model  Uncertain system  Guaranteeing cost control  Robust state feedback
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