Vestnik On-line
Orenburg State University november 28, 2021   RU/EN
Headings of Vestnik
Pedagogics
Psychology
Other

Search
Vak
Антиплагиат
Orcid
Viniti
ЭБС Лань
Rsl
Лицензия Creative Commons

2010, № 9



Kharitonova S.V. THE TENSOR OF TWISTING THE FIRST CANONICAL CONNECTEDNESS LOCALLY OF CONFORMALLY ALMOST COSIMPLECT VARIETIESThis author calculated the components of the tensor of twisting the first canonical connectedness locally of conformally almost cosimplect (further lcACS-) varieties, studied the geometric sense of rotation into zero on the space of the connected G- structure of the components of the tensor of twisting the connectedness of such varieties. Key words: almost contact structures, conformal conversions, the tensor of twisting, connectedness.

Download
References:

1. Kirichenko, V. F. Differential-Geometric Structures on Manifolds [Text] / V.F.Kirichenko. — M.: MSPU. — 2003. — 495p. [in Russian].

2. Kirichenko, V. F. Differential geometry of quasi-Sasakian manifolds [Text] / V.F.Kirichenko, A.R.Rustanov // Matematicheskiy Sbornik — 2002. — Vol.8. — N193. — P.1173–1201.

3. Kirichenko, V. F. Methods of generalized Hermitian geometry in the theory of almost contact structures [Text] / V.F.Kirichenko // Itogi Nauki i Tekhniki. Ser. Probl. Geom. — VINITI. — Moscow. — 1986. — Vol. 18. — P. 25–71 [in Russian].

4. Goldberg, S. Integrability of almost cosymplectic structures [Text] / S.Goldberg, K. Yano // Pacifc J. Math. — 1969. — Vol.31. — N2. — P.373-382.

5. Olszak, Z. Locally conformal almost cosymplectic manifolds [Text] / Z.Olszak // Colloq. math. — 1989. — Vol.57. — N1. — P. 73-87.

6. Kharitonova, S.V. On the Geometry of Locally Conformally Almost Cosymplectic Manifolds [Text] / S. V. Kharitonova // Matematicheskie Zametki. — 2009. — Vol. 86. — No. 1. — P.126–138.

7. Baklashova, N. S. On the Geometry of the torsion tensor of the first canonical connection of a LCQS manifolds [Text] / N.S.Baklashova // Abstracts of the International Conference "Geometry in Odessa — 2006. — Odessa: Fund "Science". — 2006. — P.27-28 [in Russian].

8. Gray, A. The sixteen classes of almost Hermitian manifolds and their linear invariants [Text] / A.Gray, L.M.Hervella // Ann. Math. pure ed a Pl. — 1980. –Vol.123. — P.35-58.


About this article

Author: Haritonova S.V.

Year: 2010


Editor-in-chief
Sergey Aleksandrovich
MIROSHNIKOV

Crossref
Cyberleninka
Doi
Europeanlibrary
Googleacademy
scienceindex
worldcat
© Электронное периодическое издание: ВЕСТНИК ОГУ on-line (VESTNIK OSU on-line), ISSN on-line 1814-6465
Зарегистрировано в Федеральной службе по надзору в сфере связи, информационных технологий и массовых коммуникаций
Свидетельство о регистрации СМИ: Эл № ФС77-37678 от 29 сентября 2009 г.
Учредитель: Оренбургский государственный университет (ОГУ)
Главный редактор: С.А. Мирошников
Адрес редакции: 460018, г. Оренбург, проспект Победы, д. 13, к. 2335
Тел./факс: (3532)37-27-78 E-mail: vestnik@mail.osu.ru
1999–2021 © CIT OSU