Keywords: ergatic systems, weighted hypergraphs, branch and bound, multifunctional system elements
Selection of ergatic systems elements functions to ensure their functioning under conditions of destructive influence
UDC 004.5, 519.17
DOI: 10.26102/2310-6018/2020.30.3.004
Ergatic systems have found application in areas of science and technology where the intervention of a human operator in the work is a prerequisite for ensuring their successful functioning. For the effective operation of the systems and the ability to quickly solve emerging emergencies in the current conditions, it is necessary to choose the optimal set of alternative functions of the multifunctional system elements. The urgency of this problem lies in the fact that a special place among the ergatic systems is occupied by the systems of command and control of the power departments, which are precisely characterized by the presence of multifunctional elements in their structure. It is proposed to use weighted hypergraphs as structural-parametric models of these systems. Due to various destructive effects on the system, the problem arises of choosing the optimal set of functions of the elements of the system. To solve this problem, an optimization selection algorithm based on the use of the branch and bound scheme was developed, and a numerical example is given to illustrate the operation of the presented method. Further development of the ideas presented in this article will be the development of methods for assessing the survivability of ergatic systems of the considered type with various types of destructive effects on them.
1. Zverev G. I. On the description of the structural-parametric model of ergatic systems. Public Security, Law and Order in the 3rd Millennium. 2019;5-2:145-147.
2. Menshikh V.V., Samorokovskiy A. F., Sereda E.N., Gorlov V.V. Modeling the collective actions of employees of internal affairs bodies: a monograph.– Voronezh : Voronezh Institute of the Ministry of the Interior of Russia, 2017.
3. Zverev G.I., Menshikh V.V. Optimization of the choice of a combination of alternative functions of multifunctional elements of ergatic systems. Actual problems of applied mathematics, computer science and mechanics: proceedings of the International Scientific Conference. (Voronezh, November 11-13, 2019). 2019:807-809.
4. Zverev G.I., Menshikh V.V. Optimizing the selection of combination of alternative functions of ergatic system multifunctional elements. IOP Conf. Series: Journal of Physics: Conf. Series. 1479 (2020), 012062, DOI:10.1088/1742-6596/1479/1/012062.
5. Zverev G.I. Evaluation of the effectiveness of the functioning of the ergatic system under destructive impact. Actual issues of operation of security systems and secure telecommunication systems. Collection of materials of the All-Russian scientific-practical conference. (Voronezh, June 06, 2019). 2019:142-143.
6. Menshikh V.V., Zverev G.I. Modeling the assessment of survivability of ergatic systems based on the use of weighted hypergraphs. Problems of control and modeling in complex systems. Proceedings of the XXI International Conference. In 2 volumes. (Samara, September 03-06, 2019). 2019:388-391.
7. Menshikh V. V., Zverev G. I. Simulating the evaluation of survivability of ergatic systems based on the use of weighted hypergraphs. 2019 XXI International Conference Complex Systems: Control and Modeling Problems (CSCMP). Samara, Russia, 2019:541-544. DOI: 10.1109/CSCMP45713.2019.8976840.
8. Zverev G.I., Menshikh V.V. On an approach to assess the survivability of ergatic systems. Informatics: problems, methodology, technology. Collection of materials of the XIX international scientific and methodological conference (Voronezh, February 14-15, 2019). 2019:1138-1140.
Keywords: ergatic systems, weighted hypergraphs, branch and bound, multifunctional system elements
For citation: Menshikh V.V., Zverev G.I. Selection of ergatic systems elements functions to ensure their functioning under conditions of destructive influence. Modeling, Optimization and Information Technology. 2020;8(3). URL: https://moit.vivt.ru/wp-content/uploads/2020/08/MenshikhZverev_3_20_1.pdf DOI: 10.26102/2310-6018/2020.30.3.004 (In Russ).
Published 30.09.2020