[PDF][PDF] Jacobi stability of Hamiltonian systems
H Abolghasem - Int. J. Pure Appl. Math, 2013 - researchgate.net
The stability of Hamiltonian systems with one degree of freedom is investigated from Jacobi
stability point of view (the KCC theory) and it is shown that the Jacobi stability conditions of …
stability point of view (the KCC theory) and it is shown that the Jacobi stability conditions of …
Liapunov stability versus Jacobi stability
H Abolghasem - Journal of Dynamical Systems and Geometric …, 2012 - Taylor & Francis
Liapunov stability and Jacobi stability are based on two different concepts and methods. The
stability of classical example of a torque-free rigid body motion around a stationary point has …
stability of classical example of a torque-free rigid body motion around a stationary point has …
Jacobi stability of circular orbits in a central force
H Abolghasem - Journal of Dynamical Systems and Geometric …, 2012 - Taylor & Francis
Jacobi Stability of Circular Orbits in a Central Force Page 1 JACOBI STABILITY OF CIRCULAR
ORBITS IN A CENTRAL FORCE HOSSEIN ABOLGHASEM DEPARTMENT OF INFORMATION …
ORBITS IN A CENTRAL FORCE HOSSEIN ABOLGHASEM DEPARTMENT OF INFORMATION …
Geometrical models of the locally anisotropic space-time
V Balan, GY Bogoslovsky, SS Kokarev… - arXiv preprint arXiv …, 2011 - arxiv.org
Along with the construction of non-Lorentz-invariant effective field theories, recent studies
which are based on geometric models of Finsler space-time become more and more …
which are based on geometric models of Finsler space-time become more and more …
Jacobi stability analysis of predator-prey models with holling-type II and III functional responses
O Kolebaje, O Popoola - AIP Conference Proceedings, 2019 - pubs.aip.org
In this study, we perform the Jacobi stability analysis of the Lotka Volterra type predator-prey
models with Holling-type II and III functional responses. The Jacobi stability analysis is …
models with Holling-type II and III functional responses. The Jacobi stability analysis is …
[PDF][PDF] Applications of resultants in the spectral m-root framework
V Balan, N Perminov - Applied Sciences, 2010 - emis.de
The Z− eigenvalues, E− eigenvalues and the corresponding eigenvectors for the Berwald-
Moor associated multilinear form in the case m= n= 3, are computed by means of applying …
Moor associated multilinear form in the case m= n= 3, are computed by means of applying …
[HTML][HTML] WITHDRAWN: Spectra of symmetric tensors and m-root Finsler models
V Balan - Linear algebra and its applications, 2012 - Elsevier
The present work studies spectral properties of multilinear forms attached to the Berwald-
Moor, Chernov and Bogoslovsky locally Minkowski Finsler geometric structures of m-root …
Moor, Chernov and Bogoslovsky locally Minkowski Finsler geometric structures of m-root …
Jet geometrical extension of the KCC-invariants
In this paper we construct the jet geometrical extensions of the KCC-invariants, which
characterize a given second-order system of differential equations on the 1-jet space $ J^ 1 …
characterize a given second-order system of differential equations on the 1-jet space $ J^ 1 …
[PDF][PDF] Anisotropic metric models in the Garner oncologic framework
V Balan, J Stojanov - Proceedings of The 22nd Conference on Applied …, 2014 - rj.romai.ro
The present paper considers Finslerian model related to the classical Garner dynamical
system, which models the cancer cell population growth. Certain locally-Minkowski …
system, which models the cancer cell population growth. Certain locally-Minkowski …
Stability analysis of circular orbits around a traversable wormhole with massless conformally coupled scalar field
We study the stability of circular orbits in the background of a traversable wormhole (TWH)
spacetime obtained as a solution of Einstein's field equations coupled conformally to a …
spacetime obtained as a solution of Einstein's field equations coupled conformally to a …