Finsler metric
NONHOLONOMIC FRAMES FOR FINSLER SPACE WITH DEFORMED MATSUMOTO METRIC
... of Finsler spaces is the class of Finsler spaces with(α,β)-metrics ...A Finsler space F n = {M, F (x, y)} is called with (α,β)-metric if there exists a 2-homogeneous function L of two ...
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On the hypersurface of randers change of finsler square metric
... of Finsler spaces may be developed after the model of ...of Finsler geometry, ...of Finsler spaces have been found by ...of Finsler spaces analogously to the Riemannian theory, and, as a ...
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Characterization of Einstein-Finsler Space With Special (α; β)-Metric
... Einstein metric are solutions to Einstein field equations in general relativity containing the Ricci-flat ...Einstein Finsler metric which represent a non Riemannian stage for the extensions of ...
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On the vertical bundle of a pseudo Finsler manifold
... 1. Introduction. As it is well known, the vertical vector bundle VTM of a manifold M is an integrable distribution on the tangent bundle TM of M. The present paper is concerned with the study of the geometry of leaves of ...
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On Finsler s-manifolds
... which is an involute automorphism. The fixed point set is (G × G) σ = G ∗ and σ induces the map s : G −→ G, s(g) = g −1 . Take a bi-invariant absolutely homogeneous Finsler metric F on G. Then F is ...
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Generalized Douglas-Weyl Finsler Metrics
... The Finsler metric F is said to be of isotropic S- curvature if S = (n + 1)cF , where c = c(x) is a scalar function on M ...Berwald metric has isotropic ...a Finsler metric F = α ± β 2 ...
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On two important classes of (α,β) metrics being projectively related
... A Finsler metric is called Douglas metric if the Douglas tensor ...Riemannian metric are quadratic forms and one can see that the Douglas tensor vanishes from ...the metric Now, first ...
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Vol 2017
... in Finsler geometry, it is shown that Ricci curvature of Einstein metrics is reversible if and only if the Ricci curvature is ...a Finsler metric F = F (x, y) on a manifold M , the Riemann curvature ...
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Finslerian Ricci Deformation and Conformal Metrics
... the Finsler metric F and it is call Finsler-Ehresmann connection [6], constructed as ...all Finsler structure F on M induces a vector field on TM in the form ...
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Nonholonomic frames for Finsler spaces with special (alpha, beta)-metric
... semi-Riemannian metric or Minkowski or Lorentz metric with an induced Finsler ...of Finsler spaces that are dual in the sense of Randers and Kropina spaces ...many Finsler space with ...
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Orthogonality of Homogeneous geodesics on the tangent bundle
... of special examples of odd dimension solvable Lie groups equipped with left invariant Riemannian metric. In this paper we prove some conditions about the existence of homogeneous geodesic on the base space of τ ...
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Five-Dimensional Finsler Spaces with T-Tensor of Some Special forms
... Tiwari : On a five-dimensional Finsler spaces with vanishing v−connection vectors, accepted for publication in South Asian Journal of Mathematics.. “Five-Dimensional Finsler Sp[r] ...
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Finsler pp-waves
... the metric (16), which also implies that geodesic equations adopt the same ...pseudo-Riemannian metric on M, the pp-wave ...nontrivial metric satisfying Szabó ’ s theorem in the context of ...
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NONHOLONOMIC FRAMES FOR FINSLER SPACE WITH SPECIAL ( )-METRICS
... a Finsler space called Randers ...common Finsler idea to study the existence of a nonholonomic frame on the vertical subbundle V TM of the tangent bundle of a base manifold ...
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Geometrical Models of the Locally Anisotropic Space Time
... This metric depends on two constant parameters r and and generalizes the Minkowski metric, where r de- termines the spatial anisotropy, characterizing, thus, the degree of deviation of (1) from the ...
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On conformally doubly warped product Finsler manifold
... linear Finsler connections associated with a Finsler structure F and they have the same nonlinear connection G h i namely, the Cartan connection C ≡ ( ij h , G h i , C ij h ) , the Berwald connection B ≡ ( ...
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3.$f$-harmonic maps from Finsler manifolds
... In this section, a few basic notions of Finsler geometry are provided which will be used later. For more details see ([1, 11, 12, 16]). Throughout this paper, it is assumed that M is an m-dimensional connected ...
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Infinitesimal Transformations In A Projective Symmetric Finsler Space
... In the present paper studies have been carried out with references to infinitesimal projective and special projective transformations and accordingly certain theorems and relations have been obtained in a projective ...
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A special class of regular connections in Finsler geometry
... 11. Grifone, J.: Structure présque-tangente et connexions, I. Ann. Inst. Fourier. 22, 287–334 (1972). Grenoble 12. Grifone, J.: Structure presque-tangente et connexions, II. Ann. Inst. Fourier. 22, 291–338 (1972). ...
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On Study Generalized BP – Recurrent Finsler Space
... 𝑃 − Recurrent Space,Awed [2] introduced and studied generalized 𝑃 − Recurrent Space Qasem and Baleedi [7] introduced and studied on a generalized ℬ𝐾 − recurrent space, Q[r] ...
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