Isotropic Tensor Decomposition of Cartan's Curvature Tensor In Complex Finsler Manifolds | Zendy

K. C. Petwal | Zendy; Monika Sati | Zendy

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Isotropic Tensor Decomposition of Cartan's Curvature Tensor In Complex Finsler Manifolds

Author(s) -

K. C. Petwal,

Monika Sati

Publication year - 2019

Publication title -

international journal of research in advent technology

Language(s) - English

Resource type - Journals

ISSN - 2321-9637

DOI - 10.32622/ijrat.742019225

Subject(s) - ricci decomposition , riemann curvature tensor , weyl tensor , isotropy , tensor (intrinsic definition) , ricci curvature , scalar curvature , curvature , decomposition , einstein tensor , curvature of riemannian manifolds , mathematics , pure mathematics , mathematical physics , physics , geology , sectional curvature , geometry , chemistry , quantum mechanics , organic chemistry

In this paper our main purpose is to discuss some techniques of higher order decomposition of well-known Cartan’s first curvature tensor . Moreover, we attempted to establish few significant results that may produce vital connections between Complex Finsler Manifold and Riemannian Christoffel Symbol (Curvature Tensor). Also, by adopting the techniques of decomposition, various cases and conditions have been developed.

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