APPLICATION OF THE MATHEMATICAL APPARATUS OF THE THEORY OF PETRI NETS TO THE SOLUTION OF THE PROBLEMS OF MODELING «ROAD MAP» OF DEVELOPMENT OF ECONOMIC SYSTEMS
( Pp. 116-119)
More about authors
Petrosov David A.
Candidate of Engineering, Associate Professor; associate professor at the Department of Data Analysis and Machine Learning, @fa.ru
Financial University under the Government of the Russian Federation
Moscow, Russian Federation Feklin Vadim G. Cand. Sci. (Phys.-Math.), Associate Professor, First Deputy Head of the Department of Data Analysis and Machine Learning
Financial University under the Government of the Russian Federation
Moscow, Russian Federation
Financial University under the Government of the Russian Federation
Moscow, Russian Federation Feklin Vadim G. Cand. Sci. (Phys.-Math.), Associate Professor, First Deputy Head of the Department of Data Analysis and Machine Learning
Financial University under the Government of the Russian Federation
Moscow, Russian Federation
Abstract:
The paper considers the possibility of applying the mathematical apparatus of the theory of Petri nets to the solution of the problem of modeling the «road map» for the development of economic systems. For this, it is proposed to use such a mechanism of the selected toolkit as the reachability tree. This mechanism allows us to provide for analysis all possible markings and solve one of the main tasks of the analysis of Petri nets - the reachability problem.
How to Cite:
Petrosov D.A., Feklin V.G., (2019), APPLICATION OF THE MATHEMATICAL APPARATUS OF THE THEORY OF PETRI NETS TO THE SOLUTION OF THE PROBLEMS OF MODELING «ROAD MAP» OF DEVELOPMENT OF ECONOMIC SYSTEMS. Economic Problems and Legal Practice, 6 => 116-119.
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Petrosov, D.A. Primenenie geneticheskikh algoritmov k resheniyu zadachi parametricheskogo sinteza bol shikh diskretnykh sistem s zadannym povedeniem /Petrosov D.A., V.A. Lomazov, V.A. Ignatenko, E.P. Karamyshev, D.A. Basavin// Nauchnye vedomosti Belgorodskogo gosudarstvennogo universiteta. Seriya: Ekonomika. Informatika. 2016. № 23 (244). S. 93-99.
Petrosov, D.A. Evolyutsionnyy sintez sistem na osnove zadannoy elementnoy bazy komponentov / D.A. Petrosov, V.A. Lomazov, D.A. Basavin// Nauchnye vedomosti Belgorodskogo gosudarstvennogo universiteta. Seriya: Ekonomika. Informatika. 2015. № 7 (204). S. 116-124.
Komkov, N.I. Dorozhnaya karta - kak instrument tekhnologicheskogo prognozirovaniya i analiza innovatsionnykh proektov Tekst / N.I. Komkov, S.YU. Eroshkin, N.G. Mamontova// Nauchnye trudy: Institut narodnokhozyaystvennogo prognozirovaniya RAN. 2008. T. 6. S. 242-265
SHavyrin, E.K. Tekhnologicheskie dorozhnye karty kak odin iz effektivnykh putey realizatsii dolgosrochnykh tselevykh programm Tekst / E.K. SHavyrin, O.P. Porotikova, YU.M. Dolzhanskiy, E.YU. Polikarpov// Ekonomika i upravlenie v mashinostroenii. 2011. № 1. S. 27-31.
Kogan, YU.G. Parametricheskaya raskrashennaya set Petri dlya modelirovaniya biznes-protsessov tsifrovogo predpriyatiya Tekst /YU.G. Kogan, A.A. SHCHerbina// Materialy vserossiyskoy nauchno-prakticheskoy konferentsii TSIFROVAYA EKONOMIKA: OBORUDOVANIE, UPRAVLENIE, CHELOVECHESKIY KAPITAL . Vologda, 2018. S. 48-51.
Skorodumov, P.V. Postroenie modifitsirovannogo apparata setey Petri dlya issledovaniya sotsial no-ekonomicheskikh sistem slozhnoy struktury Tekst / P.V. Skorodumov // Nauchno-prakticheskaya konferentsiya: Molodaya ekonomika: ekonomicheskaya nauka glazami molodykh uchenykh . TSentral nyy ekonomiko-matematicheskiy institut RAN. 2014. S. 115
Orel, A.A. Modelirovanie biznes-protsessov s pomoshch yu setey Petri Tekst / A.A. Orel // Matematika. Mekhanika. 2005. № 7. S. 89-93.
Orel, A.A. SHablony proektirovaniya biznes-protsessov s pomoshch yu setey Petri Tekst // A.A. Orel// Matematika. Mekhanika. 2009. № 11. S. 45-48.
Markov, A.V. Analiz setey Petri pri pomoshchi derev ev dostizhimosti Tekst / A.V. Markov, A.A. Voevoda// Sbornik nauchnykh trudov Novosibirskogo gosudarstvennogo tekhnicheskogo universiteta. 2013. № 1 (71). S. 78-95.
Petrosov, D.A. Primenenie geneticheskikh algoritmov k resheniyu zadachi parametricheskogo sinteza bol shikh diskretnykh sistem s zadannym povedeniem /Petrosov D.A., V.A. Lomazov, V.A. Ignatenko, E.P. Karamyshev, D.A. Basavin// Nauchnye vedomosti Belgorodskogo gosudarstvennogo universiteta. Seriya: Ekonomika. Informatika. 2016. № 23 (244). S. 93-99.
Petrosov, D.A. Evolyutsionnyy sintez sistem na osnove zadannoy elementnoy bazy komponentov / D.A. Petrosov, V.A. Lomazov, D.A. Basavin// Nauchnye vedomosti Belgorodskogo gosudarstvennogo universiteta. Seriya: Ekonomika. Informatika. 2015. № 7 (204). S. 116-124.
Keywords:
simulation modeling, theory of Petri nets, reachability tree, economic system.
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