Fractional differential operators and generalized oscillatory dynamics
RA El-Nabulsi - Thai Journal of Mathematics, 2020 - thaijmath2.in.cmu.ac.th
In this paper, a new generalized fractional derivative is introduced holding many important
properties. By implementing this new definition inside the Lagrangian $ L:\mathcal {TQ}\to …
properties. By implementing this new definition inside the Lagrangian $ L:\mathcal {TQ}\to …
[PDF][PDF] Hamilton Mechanical Equations with Four Almost Complex Structures on Riemannian Geometry
YAA Aasha, IYI Abd Alrhaman, ABM Hamed, I Sani - researchgate.net
The study concerns the Hamilton Mechanical Equations with Four Almost Complex
Structures on Riemannian geometry. The four complex structures have been derived also …
Structures on Riemannian geometry. The four complex structures have been derived also …
[PDF][PDF] Mehmet TEKKOYUN
GB Press - researchgate.net
As-well known, modern differential geometry is a suitable frame for studying Lagrangian and
Hamiltonian formalisms of classical mechanics. More clearly, dynamics of Lagrangians and …
Hamiltonian formalisms of classical mechanics. More clearly, dynamics of Lagrangians and …