[PDF] Top 20 Alternativas para mejorar la calidad del servicio en una organizacion
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On N(K)-Mixed Qasi Einstein Manifolds
... of mixed quasi constant curvature similar to manifold of quasi constant curvature defined in ...(M n , g) is called a manifold of mixed quasi constant curvature if it is conformally flat and the ... See full document
5
A Geometric characterization of Finsler manifolds of constant curvature K=1
... the Einstein convention, that is, repeated indices with one upper index and one lower index denotes summation over their ...manifold N, we denote by Ᏺ (N) the algebra of smooth functions on N ... See full document
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6. Some properties of LP-Sasakian manifolds equipped with $m-$projective curvature tensor
... by K. Matsumoto [3]. The properties of Lorentzian para contact manifolds and their different classes, viz LP-Sasakian and LSP-Sasakian manifolds, have been studied by several authors since ...S ... See full document
17
Manifolds with Bakry Emery Ricci Curvature Bounded Below
... ≥ n − k for all t ≥ r then p admits a conjugate point along γ ...real k and r there exists t ≥ r so that Ric f ( γ ′ ( ) t ) < ( n − 1 ) k 2 ...if k 1 ... See full document
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Saddle Slow Manifolds and Canard Orbits in \(\mathbb{R}^{4}\) and Application to the Full Hodgkin–Huxley Model
... In a wide variety of models, including of semiconductor lasers [2, 3], chemical reac- tions [4–6] and neurons [7–9], one finds large differences in time scales. For exam- ple, in neuron models, the action potential ... See full document
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Invariant submanifolds of N(κ)-contact metric manifolds
... submanifold N of an almost contact metric manifold is said to be invariant [3] if the structure vector field ξ is tangent to N at every point of N and φ X is tangent to N for any vector field ... See full document
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Infinitesimal transformations of locally conformal Kähler manifolds
... If a transformation (3) does not change geodesics of a manifold, it is called a projective transformation. Mikeš an Radulovich in [4] proved that LCK-manifolds (n > 2) do not admit nontrivial finite ... See full document
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Introduction to graded geometry
... define N-graded manifolds as Z-graded manifolds whose dimen- sion is indexed by ...an N-graded manifold, there does not exist a section of degree zero which can be obtained as a product of ... See full document
18
N. K.
... A cross-sectional study was conducted among 400 ever married women of reproductive age group (15-49 years) residing in the urban field practice area of NMCH & RC, Raichur between the month of January 2015 to June ... See full document
15
Distance Preserving Embeddings for General n-Dimensional Manifolds
... the n-dimensional manifold Φ(M) that is actually a submanifold of d-dimensional space R d ...d-manifold N (containing our manifold of interest ...about N (since it is the entire space R d ...⊂ ... See full document
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N,N′ Dimethylpiperazine, grown at 270 K and studied at 220 K
... 2.88 AÊ to the geometrically placed H atom and 3.6646 (17) AÊ to the C atom. The crystal packing process can, therefore, be said to be governed by weak van der Waals interactions. This is entirely consistent with the ... See full document
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On the Classification of k-involutions of SL(n,k) and O(n,k) over Fields of Characteristic 2.
... outer k-involutions of SL(n, k) always correspond to θ Inn(A) where A is ...if k is a finite field or an algebraically closed field, then A is the identity ...If k is infinite and not ... See full document
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Studies on the classical determinism predicted by A. Einstein, B. Podolsky and N. Rosen
... The main result of this paper is that the standard deviations of coor- dinates and momenta for particles within hyperdense media are charac- terized by the isotopic element that, being always very small, T ˆ 1, re- duces ... See full document
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A NEW VIEW ON RELATIVITY: PART 1 KINEMATIC RELATIONS BETWEEN INERTIAL AND RELATIVISTICALLY ACCELERATED SYSTEMS BASED ON SYMMETRY
... in K in space position r in K ...in K , and S 22 (r ) will be the position of this event in ...in K , where the first one was synchronized to the clock at the common origin of the two systems ... See full document
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On a Semi Symmetric Metric Connection With a Special Condition On a Riemannian Manifold
... where w(X ) = g(X , U) and U is a vector field. In [9], Pak showed that a Hayden connection with the torsion tensor of the form (4) is a semi symmetric metric connection. In [11], Yano proved that in order that a ... See full document
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Dual affine isoperimetric inequalities
... The definition above and the polar coordinate formula for volume give the following integral representation of the dual mixed volume V− p K,L of the star bodies K, L: 1 V− p K,L = n.. ρK[r] ... See full document
126
The generalized $B$ curvature tensor on $(LCS)_{n}$-manifolds
... which tell us that φ is a symmetric (1, 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 ... See full document
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Torseforming Curvature and Ricci Tensor in a Trans- Sasakian Manifold
... the manifolds belonging to class (1) is characterized by admitting a Sasakian ...trans-Sasakian manifolds in a curvature and Ricci tensor under these condition φ gradα gradβ , is a consircular ... See full document
23
Rigidity of $\tau$ quasi Ricci harmonic metrics
... We study τ-quasi Ricci-harmonic metrics. First, we shall derive some formulae which will give some integral formulae for such a class of compact manifolds that permit to obtain some rigidity results. Second, and ... See full document
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10. On quasi einstein manifolds admitting a ricci quartersymmetric metric connection
... In 1970, Yano [12] studied some curvature and derivational conditions for semi- symmetric connections in Riemannian manifolds. In 1975, Golab [8] introduced the idea of a quarter-symmetric connection in ... See full document
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