Discusses existence of specific types of symmetric manifolds.
arXiv research
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We introduce a new kind of Riemannian manifold that includes weakly-, pseudo- and pseudo projective- Ricci symmetric manifolds. The manifold is defined through a generalization of the so called Z tensor; it is named "weakly Z symmetric" and denoted by (WZS)_n. If the Z tensor is singular we give conditions for the exis…
The paper studies -para-Sasakian 3-manifolds with -symmetry conditions.
The notion of -symmetric space is a natural generalization of the classical notion of symmetric space based on -grading of Lie algebras. In our case, we consider homogeneous spaces such that the Lie algebra $\g$ of admits a -grading where is a finite abelian group. In this work we study Rieman…