Research in the General of the Special Type System in Three-Dimentional Space
2022, Articles
2022

Research in the General of the Special Type System in Three-Dimentional Space

Articles
Опубліковано 2022-05-27
Khusanov B
Candidate of Phizical and Mathematical, Samarkand State Institute of Architecture and Civil Engineering Uzbekistan
Turaev M
Deputy Director for Science and Innovation, Candidate of Physical and Mathematical Sciences at Kattakurgan branch of Samarkand State University
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Ключові слова

Isolated
at infinity
singular point
degenerate knot
open saddle knot
limit cycle
boundary loop (period) coexistence

Як цитувати

B, K. ., & M, T. . (2022). Research in the General of the Special Type System in Three-Dimentional Space. European Journal of Life Safety and Stability (2660-9630), 254-259. вилучено із http://www.ejlss.indexedresearch.org/index.php/ejlss/article/view/683
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Анотація

In the work was studied a qualitative picture of the trajectories of a three-dimensional system of a special type and obtained that if the algebraic equation   has not real solutions, then for e(ad-bc)≠0 this system can have five, three or one exceptional direction  adjacent to the origin.       

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Посилання

Б.Хусанов, Ш.Р.Шарипов - «О некоторых вопросах траектории -мерный обобщенно-однородной дифференциальной системы» - Изв. А.Н. КазССР серия физ-мат. наук, 1981, №3, с 38-43.

Ш.Р.Шарипов, Д.Кулматов - «О совместном существовании особых точек одной дифференциальной системы специального вида» - Из АН УзССР серия физ-мат. наук, 1976, №6, с 34-40.

Khusanov B. «Application of Index Theory in the Study of Special Points of Differential Equation» European journal of life safety and stability (EjLSS) iSSN 2660-9630. 199-203.