On some problems in economic dynamics are solved using reliable computing experiment

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Trends in Computer Science and Information Technology volume7-issue2 articles
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Submitted: August 8, 2022
Published: Aug 20, 2022
DOI: 10.17352/tcsit.000051

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VP Maksimov*
SU, Information Systems and Mathematical Methods in Economics, Perm State University, Russia

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Maksimov, V. (2022). On some problems in economic dynamics are solved using reliable computing experiment. Trends in Computer Science and Information Technology, 7(2), 055–056. https://doi.org/10.17352/tcsit.000051
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Babenko KI. Fundamentals of Numerical Analysis, Nauka, Moscow-Izhevsk, Regular and Chaotic Dynamics, 2002.

Agranovich G. Observer for discrete-continuous LTI systems with continuous-time measurements. Funct Diff Equats. 2011; 18:1-2.

Bortakovski AS. Optimal and suboptimal control for sets of trajectories of deterministic continuous discrete systems. J Comp Syst Sci Int. 2009; 48: 14-29.

Branicky M, Borkar V, Mitter S. A unified framework for hybrid control: Model and optimal control theory. IEEE Trans Autom Contr 1998; 43:31-45.

Gabasov R, Paulianok NS, Kirillova FM. Optimal control of some hybrid systems. Izv RAN Teor Sist Upravl. J Comp Syst Sci Int. 2010; 49: 872–882.

Marchenko VM, Zaczkiewicz Z. Solution representations for controlled hybrid differential-difference impulsive systems. Diff Uravn. 2009; 45: 1775–1786.

Minyuk SA, Panasik OA. Controllability and attainability criteria for linear differential- algebraic systems. Izv RAN Teor Sist Upravl. [J Comp Syst Sci Int] 2008; 47: 5–18.

Azbelev NV, Maksimov VP, Rakhmatullina LF. Introduction to the Theory of Functional Differential Equations: Methods and Applications, Hindawi Publishing Corporation, New York, Cairo, 2007.

Maksimov VP. Reliable computing experiment in the study of functional-differential equations: theory and applications. J Math Sci (N.Y.). 2018; 230: 712–716.

Chadov AL, Maksimov VP. Linear boundary value problems and control problems for a class of functional differential equations with continuous and discrete times. Funct Differ Equats. 2012; 19: 49–62.

Maksimov VP. On the l-attainability sets of continuous discrete functional differential systems. IFAC PapersOnLine. 2018; 51:310-313.

Maksimov VP. Attainable values of on-target functionals for a functional differential system with impulse action. Vestn Tambovskogo Univ Ser Estestv Tekn Nauki. 2018; 23: 441–447. (in Russian).

Maksimov VP. Attainable values of on-target functionals in economic dynamics problems. Appl Math Contr Sci. 2019; 4:124-135. (in Russian).

Maksimov VP. Continuous-discrete dynamic models. Ufa Mathematical Journal. 2021; 13: 97-106.

Bravyi EI, Maksimov VP, Simonov PM. Some economic dynamics problems for hybrid models with aftereffect. Math. 2020; 8:1832.

Andrianov DL, Arbuzov VO, Ivliev SV, Maksimov VP, Simonov PM. Ecomomic dynamics models: theory, applications, computer aided implementation. Vestnik Permskogo Univ Economika. [Perm University Herald Economy]. 2015; 27: 8-32.