EVOLUTION OF SELF-REGULATED DYNAMIC SYSTEM IN THE THEORY OF POPULATIONS OF FAMILIES OF SMALL BODIES

Authors

  • Tarana Alieva Institute of Physical Problems at Baku State University http://orcid.org/
  • Gasanbek Arazov Institute of Applied Mathematics at Baku State University http://orcid.org/

DOI:

https://doi.org/10.30889/2523-4692.2019-10-01-034

Keywords:

self-regulated dynamic system; mathematical modeling; population of small bodies

Abstract

Over the time, all types of matter have the ability to adapt to changes in the environment surrounding them. In particular, in the formation and birth of anomalous phenomena of nature, the Sun, the planets, the Moon and the entire universe take an active

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References

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Published

2019-12-31

How to Cite

Алиева, Т., & Аразов, Г. (2019). EVOLUTION OF SELF-REGULATED DYNAMIC SYSTEM IN THE THEORY OF POPULATIONS OF FAMILIES OF SMALL BODIES. Modern Scientific Researches, 1(10-01), 77–81. https://doi.org/10.30889/2523-4692.2019-10-01-034

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Articles