[PDF] Top 20 Aplicación del debido proceso en la Auditoría Gubernamental.
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7. Some properties of $m-$ projective curvature tensor in Kenmotsu manifolds
... R(Y, U )V = −g(U, V )Y + g(Y, V )U. (30) A space form (i.e., a complete simply connected Riemannian manifold of constant curvature) is said to be elliptic, hyperbolic or Euclidean according as the sectional ... See full document
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TRANS-SASAKIAN MANIFOLDS SATISFYING CERTAIN CONDITIONS
... Ricci tensor for arbitrary vector fields X, Y , Z. Such a tensor field W ∗ is known as m−projective curvature ...the properties of m−projective curvature ... See full document
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ON TRANS-SASAKIAN MANIFOLD EQUIPPED WITH m-PROJECTIVE CURVATURE TENSOR
... new curvature known as m-projectively curvature tensor on Riemannian ...[6, 7], Singh [12], Choubey and Ojha [3] studied properties of m-projective curvature ... See full document
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CONHARMONIC CURVATURE TENSOR OF -PARA SASAKIAN 3- MANIFOLDS
... contact manifolds associated with an indefinite ...metric manifolds are also called as ( ) -almost contact metric ...metric manifolds is of interest from the standpoint of physics and ...metric ... See full document
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7. Some properties of Lorentzian Sasakian manifolds with Tanaka-Webster connection
... Riemann curvature tensor R of a Sasakian manifold with Lorentzian metric satisfies R(X, Y )ξ = η(Y )X − η(X )Y = g(ξ, X )Y − g(ξ, Y ...x M | η(X ) = 0}, then a one-dimensional ... See full document
8
On Generalized Phi-Recurrent Kenmotsu Manifolds
... 1) tensor field ϕ, the associated vector field ξ, a contact form η and the associated Riemannian metric ...dimensional manifolds with contact and almost contact structures from topological point of ...using ... See full document
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On W7- Curvature Tensor of Generalized Sasakian-Space-Forms
... studied some curvature properties of generalized ...P-Sasakian manifolds satisfying certain conditions on concircular curvature ...Sasakian manifolds. J.L. Cabrerizo and et al ... See full document
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Concircular curvature tensor of Kenmotsu manifolds admitting generalized Tanaka-Webster connection
... connection, some geometers have studied some charac- terizations of real hypersurfaces in complex space forms ...[17]. Kenmotsu manifolds introduced by Kenmotsu in ...1971[10]. ... See full document
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On contact conformal curvature tensor in trans-Sasakian manifolds
... on M , where G is the product metric on M × ℝ ...on M . Trans- Sasakian manifolds of type ( ) ( 0, 0 , α , 0 ) and ( 0, β ) are cosympletic [3], α -Sasakian [4] and β - Kenmotsu ... See full document
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A Quarter-Symmetric Non-Metric Connection In A Lorentzian Kenmotsu Manifold
... torsion tensor of the form ...studied some of its properties. Some different kinds of semi-symmetric connections are studied in [4], [5], [6] and ...torsion tensor 𝑇 is of the form ... See full document
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6. Some properties of LP-Sasakian manifolds equipped with $m-$projective curvature tensor
... constant curvature 1. In section 4, we prove that an Einstein LP-Sasakian manifold satisfies R(X, Y ).W ∗ = 0 is m − projectively flat if and only if it is locally isometric with a unit sphere S n (1). In ... See full document
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11. On a type of Kenmotsu manifold
... them Kenmotsu manifold [8]. He proved that if Kenmotsu manifold satisfies the condition R(X, Y ...negative curvature -1, where R is the Riemannian curvature tensor of type (1, 3) and ... See full document
292
The generalized $B$ curvature tensor on $(LCS)_{n}$-manifolds
... 1) tensor. Thus the Lorentzian manifold M together with the unit timelike concir- cular vector field ξ , its associated 1-form η and (1, 1)-type tensor field φ is said to be a Lorentzian concircular ... See full document
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5. On weak symmetries of $\delta-$ Lorentzian $\beta-$ Kenmotsu manifold
... where δ is such that δ 2 = 1 and for any vector field X , Y on M .The structure defined above is called a δ- Lorentzian almost contact metric structure. Manifold M together with the structure (φ, ξ, η, g, ... See full document
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On contact conformal curvature tensor in LP-Sasakian manifolds
... conformal curvature tensor is a curvature like tensor defined on a contact metric manifold which is constructed from the conformal curvature tensor by using the Boothby-Wang's ... See full document
8
Projective tensor products, injective tensor products, and dual relations on operator spaces.
... quotient m appings. We w ant to show th a t (yj®V0(n) m aps (M „(V® W ...t M n( V ® W ) and M n{V\(^Wi) are com pletions of M n{V ®a W ) and M n( \ \ ®A W i), ... See full document
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6. On LP-Sasakian Manifolds
... The notion of a Lorentzian Para Sasakian manifold was introduced by K. Mat- sumoto [9]. I. Mihai and R. Rosca [11] defined the same notion independently and they obtained several results on this manifold. Also ... See full document
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Some inequalities for warped product pseudo slant submanifolds of nearly Kenmotsu manifolds
... Let M be a Riemannian manifold that is isometrically immersed in an almost contact metric manifold M and denote by the same symbol g the Riemannian metric induced on ...⊥ M) be the Lie algebras of ... See full document
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Symmetric Spaces as Riemannian Manifolds
... the properties of symmetry and homogeneousness, and they have many applications, this is because they have mixed algebraic and geometric ...parallel curvature tensor, later they were introduced ... See full document
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On 3 Dimensional Pseudo Quasi Conformal Curvature Tensor on (LCS)n Manifolds
... 1,1 tensor. thus the Lorentzian manifold M together with the unit timelike concircular vector field ξ , its associated 1-form η and ( ) 1,1 -type tensor field φ is said to be a Lorentzian concircular ... See full document
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