original ) (raw )16. Paper: Z. Kasap, Mechanical Equations on An Almost Kähler Manifolds for Moving Objects, Asian Journal of Mathematics and Physics, (ISSN:2308-3131), (2015), 1-13.
Zeki Kasap
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Weyl-Euler-Lagrangian equations with Kähler-Einstein metric and equal Kähler angles on Fano manifolds
Zeki Kasap
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7. Paper: Z. Kasap, Euler-Lagrange Equations of Moving Objects on Flat Manifold, Balkan Journal of Mathematics, (ISSN:2147-6187), BALKANJM, 02, (2014), 151-161.
Zeki Kasap
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Hamiltonian Equations On Kähler-Einstein Fano- Weyl Manifolds
Zeki Kasap
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12. Paper: 3. SCI-EXPANDED, Z. Kasap, Weyl-Euler-Lagrange Equations of Motion on Flat Manifold, Advances in Mathematical Physics, (ISSN:1687-9120),, http://dx.doi.org/10.1155/2015/808016, (2015), 1-11.
Zeki Kasap
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28. ARTICLE: Hamiltonian Equations of Kähler-Einstein Manifolds with Equal Kähler Angles
Zeki Kasap
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8. Paper: Z. Kasap, Euler-Lagrange Equations of Moving Objects on Flat Manifold, Balkan Journal of Mathematics, (ISSN:2147-6187), BALKANJM, 02, (2014), 151-161.
Zeki Kasap
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15. Paper: Z. Kasap, Euler-Lagrange Equationson on Almost Paracontact Metric Manifolds, European International Journal of Science and Humanities (EIJSH), (ISSN:2420-587X), Vol 1, 8, (2015), 1-12.
Zeki Kasap
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A note on Newtonian, Lagrangian and Hamiltonian dynamical systems in Riemannian manifolds
Ruslan Sharipov
2001
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Hamiltonian Equations of Kähler-Einstein Manifolds with Equal Kähler Angles
Zeki Kasap
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9. Paper: Z. Kasap, Euler-Lagrangian Equations on Walker 4-Manifold with Walker Metrics, Journal of Mathematics and System Science, (ISSN:2159-5291), USA, 463-471, (2014).
Zeki Kasap
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Lagrangian and Hamiltonian formalisms: An analysis of classical mechanics on tangent and cotangent bundles
G. Marmo
Il Nuovo Cimento B, 1976
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The Kähler–Ricci Flow on Fano Manifolds
Huai-Dong Cao
Lecture Notes in Mathematics, 2013
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On the Motion of Matter in Spacetime
Robin Tucker
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Differential Geometry and Relativity Theories vol. 1
David Carfi , David Carfì
2017
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Mathematics of Differential Geometry and Relativity
zafar ahsan
2016
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Differantial Equations of Motion Objects with an Almost Paracontact Metric Structure
Zeki Kasap
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Geometrization of the scleronomic Riemannian mechanical systems
Marcel Roman
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19. Paper: Z. Kasap, Euler-Lagrange Equations for Holomorphic Structures on Twistorial Generalized Kähler Manifolds, New Trends in Mathematical Sciences, (ISSN: 2147-5520), 4, No. 1, (2016), 193-202.
Zeki Kasap
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Variational techniques in general relativity: A metric-affine approach to Kaluza’s theory
Enrico Massa
Journal of Mathematical Physics, 2007
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Equations of motion in general relativity and quantum mechanics
Paul O'Hara
Journal of Physics: Conference Series, 2011
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A. A. Deriglazov, Classical mechanics, Hamiltonian and Lagrangian formalism, (book) 308 pages. ISBN 978-3-642-14036-5 (Springer-Verlag, 2010)
A. Deriglazov
2010
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2 Conformal Euler-Lagrangian Equations on
Zeki Kasap
2014
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Generalized Metrical Multi-Time Lagrange Geometry of Physical Field
Mircea Neagu
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DIFFERENTIAL FORMS and the GEOMETRY of GENERAL RELATIVITY
Guillermo Luis Osuna González
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The General Equation of Motion in a Gravitational Field Based Upon the Golden Metric Tensor
Nuhu Ibrahim
American Journal of Modern Physics, 2017
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J ul 2 00 1 On the Motion of Matter in Spacetime
Robin Tucker
2003
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Notes on General Relativity
Mauricio Calvao
2008
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From PDE Systems and Metrics to Generalized Field Theories
Neagu Mircea
arXiv: Differential Geometry, 2001
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On deformations of Fano manifolds
Yingying Zhang
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The mathematical structure of Newtonian spacetime: Classical dynamics and gravitation
Q. Souza
Foundations of Physics, 1995
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Finsler-Lagrange Geometries and Standard Theories in Physics: New Methods in Einstein and String Gravity
Sergiu Vacaru
2007
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Geometry of Lax pairs: particle motion and Killing-Yano tensors
Marco Cariglia
2012
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Conformal Euler-Lagrangian Equations on Para-Quaternionic Kahler Manifolds
Mehmet TEKKOYUN
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Mechanics Systems on Para-Kaehlerian Manifolds of Constant J-Sectional Curvature
mehmet tekkoyun
2009
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