What is it about?
1. The algorithm of weak structural stability of dynamic mathematical models of macroeconomic systems in a class of nonlinear ordinary differential equations was developed. 2. The effectiveness of the proposed algorithm was demonstrated on the number of examples.
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Why is it important?
The importance of the paper is emphasized by the need of problem solving of assessment conditions for transferring of obtained results of computational experiments on mathematical models to practice.
Perspectives
The obtained results are the contribution to the development of parametric control theory of macroeconomic systems, and they can be applied in solving the relevant problems to assess the conditions of transferring the obtained results on computational experiments on mathematical models to practice.
Abdykappar Ashimov
Kazakh National Technical University
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This page is a summary of: Structural Stability of Mathematical Models of National Economy, January 2011, American Institute of Physics,
DOI: 10.1063/1.3663114.
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