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Entirely Circular Curves of 4th-order produced by Quadratic Inversion in the Hyperbolic Plane (CROSBI ID 125779)
Prilog u časopisu | izvorni znanstveni rad
Szirovicza, Vlasta
Entirely Circular Curves of 4th-order produced by Quadratic Inversion in the Hyperbolic Plane // Rad Hrvatske akademije znanosti i umjetnosti. Razred za matematičke, fizičke i kemijske znanosti. Matematičke znanosti, 503 (2009), 16; 1-6
Podaci o odgovornosti
Szirovicza, Vlasta
engleski
Entirely Circular Curves of 4th-order produced by Quadratic Inversion in the Hyperbolic Plane
This paper gives an overview of all the entirely circular curves of the 4th-order which can be constructed by the quadratic H-inversion defined on Cayley-Klein model of hyperbolic plane. It is shown that the generating conic can be only H-parabola and H-circle.
geometry; hyperbolic plane; curves of 4th-order
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Podaci o izdanju
503 (16)
2009.
1-6
objavljeno
1845-4100
Povezanost rada
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