The dynamics of Determined Structures with the Finite Number of Conditions

Authors

  • Michael Basin

Keywords:

determined structure, attractors

Abstract

It is presented the model of insulated determined dynamic structure with the finite number of conditions. It is shown that structures of such type have attractors in the form of stationary points or cycles. The maximal attractors of such structures are described by mathematical models, equivalent to the theory of finite groups. Different forms of presentations of the studied structures dynamics are built.

References

Басин М. А. Волны. Кванты. События. Волновая теория взаимодействия структур и систем. Часть 1. — СПб. «Норма» 2000. 168 с.

Басин М. А. Компьютеры. Вихри. Резонансы. Волновая теория взаимодействия структур и систем. Часть 2. — СПб.: Норма. 2002. — 144 с.

Малинецкий Г. Г. Потапов А. Б. Современные проблемы нелинейной динамики. — М.: Эдиториал УРСС, 2000. — 336 с.

Чеботарёв Н. Основы теории Галуа. Часть первая. — МЛ ОНТИ ГТТИ 1934. — 222 c.

How to Cite

Basin, M. (2004). The dynamics of Determined Structures with the Finite Number of Conditions. Physics of Consciousness and Life, Cosmology and Astrophysics, 4(1), 34–39. Retrieved from https://physics.socionic.info/index.php/physics/article/view/319

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Section

Articles