Nilpotent classical mechanics: s-geometry

Details Nilpotent classical mechanics: s-geometry Nilpotent classical mechanics: s-geometry

2006-09-09

arxiv.org/abs/math-ph/0609029v1

Physics

Mathematical Physics

8 pages, presented at QGIS, June 2006, Prague

Scientific paper

10.1007/s10582-006-0417-7

We introduce specific type of hyperbolic spaces. It is not a general linear
covariant object, but of use in constructing nilpotent systems. In the present
work necessary definitions and relevant properties of configuration and phase
spaces are indicated. As a working example we use a D=2 isotropic harmonic
oscillator.

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