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«Software systems and computational methods» (18+)
This journal was published prior to January 1, 2017 in a printed version and had an ISSN number: 2305-6061. Since January 1, 2017 the journal has transitioned to an e-journal, and now carries a new ISSN number: 2454-0714.

№ 4 (17) (October, 2018)
Published since
2012 year
Frequency
Quarterly
Format
A4
Volume
120
ISSN
2454-0714
Index
11183
in "Russian Press"

This issue is currently being formed. All articles presented on this page have already been included in this issue, are considered published, and will remain unchanged in the final version of the issue along with other metadata of the articles.
Founder: Dr. Danilenko Vasiliy, w.danilenko@nbpublish.com
Main editor: Morozov Mikhail Nikolaevich, PhD in Technical Science, mikhail.n.morozov@gmail.com
Contents
Mathematical models and computer simulation experiment
P. 1 - 14
Contents details
Mathematical models and computer simulation experiment
Reference:
Butusov D.N., Karimov A.I., Tutueva A.V., Krasil'nikov A.V., Goryainov S.V., Voznesensky A.S. — // Software systems and computational methods. – 2018. – № 4. – P. 1 - 14. DOI: 10.7256/2454-0714.2018.4.27828 URL: https://en. nbpublish.com/library_read_article.php?id=27828
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Keywords: Rossler system, digital-to-analog conversion, hybrid model, chaos, semi-implicit method, nonlinear dynamics, digital model, chaotic systems, chaotic synchronization, analog model
References (transliterated):
Butusov D.N., Karimov A.I., Tutueva A.V. Hardware-targeted semi-implicit extrapolation ODE solvers // International Siberian Conference on Control and Communications (SIBCON), 2016. Art. no. 7491741. DOI: 10.1109 / SIBCON.2016.7491741
Butusov D.N., Karimov A.I., Karimov T.I. Apparatno-orientirovannye chislennye metody integrirovaniya. SPb. Izd-vo SPbGETU «LETI», 2016. 192 c.
Buscarino A., Frasca M., Branciforte M., Fortuna L. Synchronization of two Rossler systems with switching coupling // arXiv: 1507.01992, 2015. DOI: 10.1007/s11071-016-3269-0
Sarra S.A., Meador C. On the numerical solution of chaotic dynamical systems using extend precision floating point arithmetic and very high order numerical methods // Nonlinear Analysis: Modelling and Control. - 2011. - vol. 16. - N 3. - pp. 340–352.
Liao S. J., Wang P. F. On the mathematically reliable long-term simulation of chaotic solutions of Lorenz equation in the interval [0, 10000] //Science China Physics, Mechanics and Astronomy. – 2014. – vol. 57.
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