Sasaki metric and the phase space


Mihail Barbosu


Abstract

carpathian_1998_14_139_142_abstract

Full PDF

carpathian_1998_14_139_142

In this paper we are interested in the Riemannian geometry of the phase space for a conservative dynamical system. An adapted metric (Sasaki metric) in the phase space allow us to draw conclusions about the intrinsic properties of the space and about the geodesics of this space, which are here the trajectories of dynamical system.

Issue no:

Additional Information

Author(s)

Barbosu, Mihail