Model and Method of Calendar Planning of Logistic Processes of Enterprises of Agricultural Complex
https://doi.org/10.22394/1726-1139-2018-11-109-118
Abstract
A model and method for the formation of optimal calendar plans for the organization of logistics processes for the functioning of enterprises of the agro-industrial complex have been developed. The model is based on the presentation of the procedure for the formation of an optimal calendar plan in the form of a discrete programming problem. The optimization method is based on the procedure of branches and boundaries. The proposed model and method are the basis for creating specific methods for the formation of optimal calendar plans for the organization of logistical processes of the functioning of the agro industrial complex.
About the Authors
E. S. Rodionova
Saint-Petersburg named by V. B. Bobkov branch of the Russian Customs Academy
Russian Federation
Associate Professor of the Chair of International Economic Relations, PhD in Economics
Russian Federation
Associate Professor of the Chair of International Economic Relations, PhD in Economics
T. N. Saurenko
Peoples’ Friendship University of Russia
Russian Federation
Head of the Chair of Customs Affairs, Doctor of Science (Economics)
Russian Federation
Head of the Chair of Customs Affairs, Doctor of Science (Economics)
V. G. Anisimov
Saint-Petersburg State Technical University
Russian Federation
Professor of the Chair of Information Systems In Economy and Management, Doctor of Science (Engineering), Professor
Russian Federation
Professor of the Chair of Information Systems In Economy and Management, Doctor of Science (Engineering), Professor
E. G. Anisimov
Peoples’ Friendship University of Russia
Russian Federation
Professor of the Chair of Customs Affairs, Doctor of Science (Engineering, Military Sciences), Professor
Russian Federation
Professor of the Chair of Customs Affairs, Doctor of Science (Engineering, Military Sciences), Professor
References
1. An algorithm of branches and borders for one class of tasks of the theory of schedules / V. G. Anisimov, E. G. Anisimov // Journal of calculus mathematics and mathematical physics [Zhurnal vychislitel’noi matematiki i matematicheskoi fiziki]. 1992. V. 32. N 12. P. 2000–2005. (In rus)
2. Mathematical models and methods of management of innovative projects / V. G. Anisimov, E. G. Anisimov, D. B. Bosov. M. : Aegis-Print, 2009. 188 p. (In rus)
3. Methods and models of optimization in management of complex technical systems development / V. G. Anisimov, E. G. Anisimov [etc.]. SPb. : Polyticnique, 2004. 279 p. (In rus)
4. Multilevel problem of standardization of technical complexes / V. M. Krikun, S. A. Vasilkovsky // Standards and quality [Standarty i kachestvo]. 1992. N 1. P. 30–32. (In rus)
5. Distribution models of weapons of destruction in dynamics of fight / O. G. Alekseev [etc.]. Leningrad : Ministry of Defence USSR, 1989. 109 p. (In rus)
6. Modeling Optimization Tasks to Support Decision-Making Process in Innovation Management / V. G. Anisimov, E. G. Anisimov, V. E. Novikov, V. A. Ostanin // The Russian Customs Academy Messenger [Vestnik Rossiiskoi tamozhennoi akademii]. 2016. N 1 (34). P. 90–98. (In rus)
7. Model for formation of optimal adaptive solutions when planning investment processes / V. G. Anisimov, E. G. Anisimov, T. N. Saurenko // Economy and entrepreneurship [Ekonomika i predprinimatel’stvo]. 2013. N 10 (39). P. 640–642. (In rus)
8. Model of support of decision-making when forming innovative strategy of the enterprise / E. G. Anisimov, V. G. Anisimov, S. L. Blau, V. E. Novikov, A. V. Tebekin // Rural economics of Russia [Ekonomika sel’skogo khozyaistva Rossii]. 2016. N 3. P. 53–59. (In rus)
9. An optimizing distribution model of renewable resources at management of economic systems / V. G. Anisimov, E. G. Anisimov // The Russian Customs Academy Messenger [Vestnik Rossiiskoi tamozhennoi akademii]. 2007. N 1. P. 49–54. (In rus)
10. Application of Markov chains to assessment of computing complexity of a simplex method / A. O. Alekseev [etc.] // News of Academy of Sciences of the USSR. Technical cybernetics [Izvestiya Akademii nauk SSSR. Tekhnicheskaya kibernetika]. 1988. N 3. P. 59–63. (In rus)
11. Network models and methods of resource and time optimization in management of innovative projects / V. G. Anisimov, E. G. Anisimov, D. B. Bosov. M. : MSPU, 2006. 117 p. (In rus)
12. A resource-and-time method to optimize the performance of several interrelated operations / V. Anisimov, E. Anisimov, M. Sonkin // International Journal of Applied Engineering Research. 2015. Т. 10. N 17. С. 38127–38132.
13. The model and the planning method of volume and variety assessment of innovative products in an industrial enterprise / V. G. Anisimov, E. G. Anisimov, T. N. Saurenko, M. A. Sonkin // Journal of Physics: Conference Series. 2017. Т. 803. N 1. С. 012006.
Review
For citations:
Rodionova E.S., Saurenko T.N., Anisimov V.G., Anisimov E.G. Model and Method of Calendar Planning of Logistic Processes of Enterprises of Agricultural Complex. Administrative Consulting. 2018;(11):109-118. (In Russ.) https://doi.org/10.22394/1726-1139-2018-11-109-118
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