GEOMETRY OF KILLING VECTOR FIELDS IN THE SPHERE

Authors

  • Uralov Jamoliddin O’ktam O’g’li The National University Of Uzbekistan Named After Mirzo Ulugbek

Keywords:

Basic objects, modern geometry, connections

Abstract

It is well known that manifolds do not have a global coordinate system, and that we cannot write their equations to study partial manifolds and curves drawn in manifolds.

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References

Ю. Д. Бураго, В. А. Залгаллер. Введение в в риманову геометрию. СПБ: Наука, 1994..

А.А.Андронов, Е.А.Леонтович, И.И.Гордон, А.Г. Майер. Качественная теория динамических систем. Москва, 1966

A. Ya. Narmanov. Differensial geometriya. Toshkent, 2003.

N. Levitt, J. Sussmann. On controllability by means of two vector fields. SIAM J. Control.Vol. 13, No. 6, November 1975.

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Published

2022-05-10

How to Cite

Uralov Jamoliddin O’ktam O’g’li. (2022). GEOMETRY OF KILLING VECTOR FIELDS IN THE SPHERE. International Scientific and Current Research Conferences, 1(01), 82–83. Retrieved from https://www.orientalpublication.com/index.php/iscrc/article/view/558

Issue

SCIENTIFIC VIEWS ON MODERN PROBLEMS OF SOCIETY

Section

Articles

License

Copyright (c) 2022 Uralov Jamoliddin O’ktam O’g’li

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