ON SUBMANIFOLDS OF A MANIFOLD ADMITTING fa(2ν + 3, −1) - STRUCTURE

Jai Pratap Singh; Kripa Sindhu Prasad

doi:10.56827/SEAJMMS.2022.1803.14

Jai Pratap Singh Department of Mathematics, Thakur Ram Multiple Campus, Birgunj, Tribhuvan University, NEPAL
Kripa Sindhu Prasad Department of Mathematics, Thakur Ram Multiple Campus, Birgunj, Tribhuvan University, NEPAL

DOI: https://doi.org/10.56827/SEAJMMS.2022.1803.14

Abstract

Psomopoulou defined and studied the Invariant submanifolds of a man- ifold with f (2ν + 3, 1)-structure. In this paper f_a(2ν + 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.

Author Biographies

Jai Pratap Singh, Department of Mathematics, Thakur Ram Multiple Campus, Birgunj, Tribhuvan University, NEPAL

Kripa Sindhu Prasad, Department of Mathematics, Thakur Ram Multiple Campus, Birgunj, Tribhuvan University, NEPAL