Add to ORKGIn this note it is shown how to obtain the Kepler system by geometric reduction of the 4DOF harmonic oscillator. It is shown that this reduction is a reverse KS regularization. It is furthermore shown how the integrals for the Kepler system can be represented as integrals of the harmonic oscillator. Also a representation of the Delaunay elements is computed
The geometric quantization of the Kepler problem is readily obtained from the one of the harmonic os...
The geometric quantization of the Kepler problem is readily obtained from the one of the harmonic o...
Dedicated to Claude Frschle Abstract. Quaternions have been found to be the ideal tool for de-scribi...
In this note it is shown how to obtain the Kepler system by geometric reduction of the 4DOF harmonic...
In this paper we review the connection between the Kepler problem and the harmonic oscillator. More ...
In this paper we review the connection between the Kepler problem and the harmonic oscillator. More ...
In this paper we review the connection between the Kepler problem and the harmonic oscillator. More ...
In this paper we review the connection between the Kepler problem and the harmonic oscillator. More ...
In this note it is shown how to obtain the Kepler system by geometric reduction of the 4DOF harmonic...
In this note it is shown how to obtain the Kepler system by geometric reduction of the 4DOF harmonic...
The KS regularization connects the dynamics of the harmonic oscillator to the dynamics of bounded Ke...
The KS regularization connects the dynamics of the harmonic oscillator to the dynamics of bounded Ke...
The KS regularization connects the dynamics of the harmonic oscillator to the dynamics of bounded Ke...
The KS regularization connects the dynamics of the harmonic oscillator to the dynamics of bounded Ke...
The KS regularization connects the dynamics of the harmonic oscillator to the dynamics of bounded Ke...
The geometric quantization of the Kepler problem is readily obtained from the one of the harmonic os...
The geometric quantization of the Kepler problem is readily obtained from the one of the harmonic o...
Dedicated to Claude Frschle Abstract. Quaternions have been found to be the ideal tool for de-scribi...
In this note it is shown how to obtain the Kepler system by geometric reduction of the 4DOF harmonic...
In this paper we review the connection between the Kepler problem and the harmonic oscillator. More ...
In this paper we review the connection between the Kepler problem and the harmonic oscillator. More ...
In this paper we review the connection between the Kepler problem and the harmonic oscillator. More ...
In this paper we review the connection between the Kepler problem and the harmonic oscillator. More ...
In this note it is shown how to obtain the Kepler system by geometric reduction of the 4DOF harmonic...
In this note it is shown how to obtain the Kepler system by geometric reduction of the 4DOF harmonic...
The KS regularization connects the dynamics of the harmonic oscillator to the dynamics of bounded Ke...
The KS regularization connects the dynamics of the harmonic oscillator to the dynamics of bounded Ke...
The KS regularization connects the dynamics of the harmonic oscillator to the dynamics of bounded Ke...
The KS regularization connects the dynamics of the harmonic oscillator to the dynamics of bounded Ke...
The KS regularization connects the dynamics of the harmonic oscillator to the dynamics of bounded Ke...
The geometric quantization of the Kepler problem is readily obtained from the one of the harmonic os...
The geometric quantization of the Kepler problem is readily obtained from the one of the harmonic o...
Dedicated to Claude Frschle Abstract. Quaternions have been found to be the ideal tool for de-scribi...