Deflection d-Tensor Identities in the Relativistic Time Dependent Lagrange Geometry (original) (raw)

Local Bianchi identities in the relativistic time-dependent Lagrange geometry

Mircea Neagu

V. Balan, M. Neagu: "Jet Single-Time Lagrange Geometry and Its Applications", John Wiley & Sons, Inc., Hoboken, New Jersey, 2011

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Torsion, Curvature and Deflection d-Tensors on J^1(T,M)

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Balkan Journal of Geometry and Its Applications, 2001

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Local Bianchi Identities in the Relativistic Non-Autonomous Lagrange Geometry

Mircea Neagu

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The local description of the Ricci and Bianchi identities for an h-normal N-linear connection on the dual 1-jet space J^{1*}(T,M)

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Distinguished Torsion, Curvature and Deflection Tensors in the Multi-Time Hamilton Geometry

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The local description of the Ricci and Bianchi

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2011

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A Berwald Linear Connection in the Riemann-Lagrange Geometry of 1Jet Spaces

Constantin Udrişte, Mircea Neagu

2007

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The Geometry of Relativistic Rheonomic Lagrange Spaces

Mircea Neagu

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Torsions and Curvatures on Jet Fibre Bundle J^1(T,M)

Constantin Udrişte, Mircea Neagu

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Ricci and Bianchi identities for h-normal Γ-linear connections on J1(T,M)

Mircea Neagu

International Journal of Mathematics and Mathematical Sciences, 2003

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Distinguished torsion, curvature and de∞ection tensors in the multi-time Hamilton Geometry

Mircea Neagu

arXiv: Differential Geometry, 2009

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The Generalized Metrical Multi-Time Lagrange Space of Relativistic Geometrical Optics

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Riemann-Lagrange Geometry for Relativistic Multi-Time Optics

Mircea Neagu

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On dual jet N-linear connections in the time-dependent Hamilton geometry

Neagu Mircea

Annals of the University of Craiova - Mathematics and Computer Science Series

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A BERWALD Γ 0 -LINEAR CONNECTION BΓ 0 IN THE RIEMANN-LAGRANGE GEOMETRY OF 1-JET SPACES

Mircea Neagu

The Review of the Air Force Academy "Henry Coanda", Brasov, Romania, 2007

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The 1-jet Generalized Lagrange Geometry

Vladimir Balan

2016

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Lagrangian structures in geometrized jet framework

Vladimir Balan

2008

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Space tensors in general relativity I: Spatial tensor algebra and analysis

Enrico Massa

General Relativity and Gravitation, 1974

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Upon h-normal \Gamma-linear connections on J^1(T,M)

Mircea Neagu

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Jet Geometrical Objects Depending on a Relativistic Time

Mircea Neagu

Annals of the Alexandru Ioan Cuza University - Mathematics, 2010

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Bianchi Identities in the Jet Polymomentum Hamilton Geometry

Mircea Neagu

2014

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Upon h-normal Γ-linear connections on J ^1 ( T , M )

Neagu Mircea

2000

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A Riemann-Lagrange Geometrical Model for Multi-Time Relativity and Electromagnetism

Mircea Neagu

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Space tensors in general relativity III: The structural equations

Enrico Massa

General Relativity and Gravitation, 1974

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d-Metrics and Nonlinear Connections on 1-Jet Fibre Bundles

Mircea Neagu

2003

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