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RSMAMS SEAJMAMS South East Asian Journal of Mathematics and Mathematical Sciences
Home Volume 18, Issue 3 Article
Research Article

ON SUBMANIFOLDS OF A MANIFOLD ADMITTING $f_a(2\nu+3,-1)$ - STRUCTURE

J
Jai Pratap Singh B. S. N. V. P. G. College, Lucknow, INDIA
K
Kripa Sindhu Prasad Department of Mathematics, Thakur Ram Multiple Campus, Birgunj, Tribhuvan University, NEPAL
Volume 18, Issue 3 Pages 171-178 December 30, 2022 384 downloads
Article overview

Abstract

Psomopoulou defined and studied the Invariant submanifolds of a manifold with $f(2\nu+3,-1)$-structure. In this paper $f_a(2\nu+3,-1)$ structure has been defined and submanifolds, of a manifold with such a structure have been studied. Some interesting results have been stated and proved in this paper.

Keywords and Phrases

Riemannian Manifoldprojection operatorinvariant submanifoldintegrability conditions.

AMS Subject Classification

53C15, 53C40, 53D10.

Reference information

How to Cite

Jai Pratap Singh, Kripa Sindhu Prasad (2022). ON SUBMANIFOLDS OF A MANIFOLD ADMITTING $f_a(2\nu+3,-1)$ - STRUCTURE. South East Asian Journal of Mathematics and Mathematical Sciences, 18(3), 171-178.
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