Approach to Optimal Control in the Economic Growth Model with a Nonlinear Production Function

Author:

Boiko Alina V.1,Smirnov Nikolay V.1

Affiliation:

1. St. Petersburg State University, St. Petersburg, Russia

Publisher

ACM

Reference29 articles.

1. V.V. Alsevich R. Gabasov and V.S. Glushenkov. 2000. Optimization of Linear Economic Models. Publishing house of Belarusian State University Minsk Belarus. (In Russian). V.V. Alsevich R. Gabasov and V.S. Glushenkov. 2000. Optimization of Linear Economic Models. Publishing house of Belarusian State University Minsk Belarus. (In Russian).

2. Numerical methods of program and positional optimization of linear control systems;Balashevich N.V.;Journal of computational mathematics and mathematical physics,2000

3. R. Bellman and R. Kalaba. 1965. Dynamic Programming and Modern Control Theory. Academic Press New York. R. Bellman and R. Kalaba. 1965. Dynamic Programming and Modern Control Theory. Academic Press New York.

4. A.V. Boyko. 2017. The application of the adaptive method to the optimal allocation of capital investments in the industry. Control processes and stability 4 1 (2017) 581--585. (In Russian). A.V. Boyko. 2017. The application of the adaptive method to the optimal allocation of capital investments in the industry. Control processes and stability 4 1 (2017) 581--585. (In Russian).

5. A.V. Boyko and A.V. Zubakov. 2016. The use of an adaptive method to the problem of neoclassical growth model. Control processes and stability 3 1 (2016) 607--611. (In Russian). A.V. Boyko and A.V. Zubakov. 2016. The use of an adaptive method to the problem of neoclassical growth model. Control processes and stability 3 1 (2016) 607--611. (In Russian).

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