A Finsler perturbation of the Poincaré metric

One method of gaining some insight into Finsler geometry is that of studying small Finsler perturbations of Riemannian metrics. We consider here the standard two-dimensional upper half plane Poincare metric, for which the geodesics are semi-circles and virtical lines. The effect of a simple Finsler...

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Veröffentlicht in:	General relativity and gravitation 1993-02, Vol.25 (2), p.179-187
Hauptverfasser:	RUTZ, S. F, MCCARTHY, P. J
Format:	Artikel
Sprache:	eng
Schlagworte:	CLASSICAL AND QUANTUM MECHANICS, GENERAL PHYSICS DIFFERENTIAL EQUATIONS EQUATIONS Exact sciences and technology GEODESICS GEOMETRY Geometry, differential geometry, and topology GRAVITATION LIE GROUPS Mathematical methods in physics MATHEMATICAL MODELS MATHEMATICAL SPACE MATHEMATICS METRICS PARTIAL DIFFERENTIAL EQUATIONS Physics POINCARE GROUPS RIEMANN SPACE SPACE SYMMETRY GROUPS 661310 > Relativity & Gravitation-- (1992-) TWO-DIMENSIONAL CALCULATIONS
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