[PDF] Top 20 La tierra es nuestra, tuya y de aquel : las disputas por el territorio en América Latina

... the semi-symmetric non-metric ...the semi- symmetric non-metric connection is studied and proved that an almost contact metric manifold ... See full document

... a semi- symmetric non-matric connection, we establish th following optimal inequality relating the scalar curvature and the squared mean curvature, which will be called Chen first ... See full document

... .The connection is symmetric if its torsion tensor vanishes, otherwiseit is ...The connection is metric if there is a Riemannianmetric in such that , otherwise it is ...a ... See full document

... linear connection ∇ is independent from the orientation ...a semi-symmetric connection is conformally flat and the curvature tensor of ∇ is zero, if the sectional curvature of this manifold is ... See full document

... n-dimensional almost hyperbolic contact metric manifold with the almost hy- perbolic contact metric structure (φ , ξ , η , g), where a tensor φ of type (1,1), a vector field ξ , ... See full document

... linear connection on a differentiable manifold was introduced by Friedmann and Schouten ...of metric connection with torsion on a Riemannian ...semisymmetric metric con- nection has been ... See full document

... independent metric tensors in a complete set of metric tensors of a Riemannian manifold is called the index of the Riemannian manifold 4, page ...parallel symmetric tensor is closely re- lated with ... See full document

... of metric connection with torsion on a Riemannian ...for semi-symmetric connections in Riemannian ...sym- metric linear connection on a differentiable ...linear connection ... See full document

... study semi-invariant sub manifolds of a nearly hyperbolic cosymplectic manifold admitting semi-symmetric non-metric ...with semi-symmetric ... See full document

... any semi-Riemannian manifold, there is a natural existence of lightlike subspaces, Duggal and Bejancu published their work [] on the gen- eral theory of lightlike submanifolds to fill a gap in the study of ...sub- ... See full document

... of semi-symmetric connection on a differentiable ...Riemannian manifolds with semi-symmetric (symmetric) and non-metric connection ([5], [1], [2], ... See full document

... a metric connection ∇ with non-zero torsion on a Riemannian ...a connection is called a Hayden ...Weyl connection ∇ constructed with  and its associated vector 𝐵 (Folland 1970, [1]) is ... See full document

... of almost contact metric manifold known as trans-Sasakian manifold ...a semi-symmetric metric connection were studied by ...a semi symmetric ... See full document

... Kaehler manifolds were ...of almost contact manifolds. The almost hyperbolic (𝑓, 𝜉, 𝜂, 𝑔)-structure was defined and studied by Upadhyay and Dube ...of semi-symmetric and ... See full document

... manifold admitting semi-symmetric metric and non metric ...quarter-symmetric connection in differentiable manifolds along with affine ... See full document

... Using the same method as in the proof of Theorem 4.3, we obtain that M is a quasi-Einstein manifold. So we get the result as required. Proposition 4.5. Let (M, g) be an (n ≥ 3)-dimensional Riemannian manifold ... See full document

... Kenmotsu manifolds with the semi-symmetric non-metric con- ...Kenmotsu manifolds with the semi-symmetric non-metric connection satisfying the ... See full document

... study semi-invariant submanifolds of a Kenmotsu manifold immersed in a generalized almost r-contact structure admitting a semi-symmetric metric ...generalized ... See full document

... The semi-symmetric metric connection in an SP-Sasakian manifold have been studied by Sinhaand ...quarter-symmetric metric connection in an SP-Sasakian manifold ...quarter- ... See full document

... hyperbolic contact manifolds endowed with a quarter symmetric non metric connection are ...of almost hyperbolic contact manifold with a quarter symmetric ... See full document