Open AccessOn Lorentezian almost Para-contact Manifold
Author(s) -
Vinod Chandra,
Shankar Lal
Publication year - 2021
Publication title -
journal of mountain research/journal of mountain research
Language(s) - English
Resource type - Journals
eISSN - 2582-5011
pISSN - 0974-3030
DOI - 10.51220/jmr.v16i3.8
Subject(s) - section (typography) , manifold (fluid mechanics) , pseudo riemannian manifold , lemma (botany) , focus (optics) , mathematics , metric (unit) , pure mathematics , metric tensor , curvature , statistical manifold , physics , mathematical analysis , ricci curvature , geometry , information geometry , computer science , optics , scalar curvature , engineering , mechanical engineering , ecology , operations management , poaceae , biology , geodesic , operating system
In the present paper, we focus on Lorentzian almost para-contact manifold and explain their relationship. In section 1, we have introduced the historical background of a contact manifold. Next, in section 2, we have studied the basic formulae of the Lorentzian metric manifold. Further, in section 3, we introduced a new tensor field h as well as calculated some theorems and lemma. Now in section 4, we have investigated curvature properties and their relationship with the Lorentzian almost para-contact manifold. In the end section, we have discussed the entire work