42 citations · 546 across the 50 of their papers we have counts for
50 papers
Sasaki-Ricci flow equation on five-dimensional Sasaki-Einstein space
Mihai Visinescu
We analyze the transverse Kähler-Ricci flow equation on Sasaki-Ein\-stein space . Explicit solutions are produced representing new five-dimensional Sasaki structures. Solu…
Transverse Kähler-Ricci flow and deformations of the metric on the Sasaki space
Vladimir Slesar, Mihai Visinescu, Gabriel-Eduard Vîlcu
In this paper we investigate the possibility to obtain locally new Sasaki-Einstein metrics on the space considering a deformation of the standard metric tensor field. We…
Integrability of the geodesic flow on the resolved conifolds over Sasaki-Einstein space
Mihai Visinescu
Methods of Hamiltonian dynamics are applied to study the geodesic flow on the resolved conifolds over Sasaki-Einstein space . We construct explicitly the constants of moti…
Generalized action-angle coordinates in toric contact spaces
Mihai Visinescu
In this paper we are concerned with completely integrable Hamiltonian systems in the setting of contact geometry. Unlike the symplectic case, contact structures are automatically H…
Action-angle variables for geodesic motions in Sasaki-Einstein spaces
Mihai Visinescu
We use the action-angle variables to describe the geodesic motions in the -dimensional Sasaki-Einstein spaces . This formulation allows us to study thoroughly the compl…
Integrability of geodesics and action-angle variables in Sasaki-Einstein space
Mihai Visinescu
We briefly describe the construction of Stä\-kel-Killing and Killing-Yano tensors on toric Sasaki-Einstein manifolds without working out intricate generalized Killing equations. Th…