THE PROBLEM OF CLASSIFYING NONDIAGONAL RIEMANNIAN METRICS WITH FUNCTIONALLY ABELIAN CONNECTION-Reference-Cited by-同舟云学术

THE PROBLEM OF CLASSIFYING NONDIAGONAL RIEMANNIAN METRICS WITH FUNCTIONALLY ABELIAN CONNECTION

Published:2015 Issue:4 Volume: Page:8-20
ISSN:2310-7251
Container-title:Bulletin of the Moscow State Regional University (Physics and mathematics)
language:ru
Short-container-title:Bulletin of the MSRU (Physics and mathematics)

Author:

Petrova V.¹,Sivirkina A.²,Dmitrieva M.³

Affiliation:

1. Moscow Physical Techniques Institute

2. Ryazan Institute (branch) of Moscow state engineering University

3. Ryazan State Medical University

Publisher

Moscow Regional State University

Reference10 articles.

1. J. Dollard, Ch. Friedman. Product integration with application to differential equations // London: Addisson-Wesley Pabl. Comp. 1979. P. 254.

2. L. Schlesinger. Parallel Serschiebung und Krummungstensor // Math. Ann. 1928. V.99. P. 413-434.

3. Гантмахер Ф.Р. Теория матриц. 5-е изд. М.: Физматлит, 2004. 560 с.

4. Козлов В.А., Паланджянц Л.Ж. Мультипликативный интеграл и представления групп и алгебр Ли. - Майкоп, 2011. C. 93.

5. Мантуров О.В., Паланджянц Л.Ж. Мультипликативный интеграл и уравнения нулевой кривизны // Дифференциальная геометрия и алгебры Ли. МОПИ. Деп. в ВИНИТИ № 2384-84 Деп.

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1. ON SOME CLASSES OF RIEMANNIAN SPACES WITH A FUNCTIONALLY ABELIAN CONNECTION;Bulletin of the Moscow State Regional University (Physics and mathematics);2016