On Maclaurin mapping in the quasi-hyperbolic plane

sažetak izlaganja sa skupa

sažetak izlaganja sa skupa

On Maclaurin mapping in the quasi-hyperbolic plane

Vrsta prilog sa skupa (u zborniku)
Tip sažetak izlaganja sa skupa
Godina 2014
Nadređena publikacija Abstracts of 3rd Croatian Conference on Geometry and Graphics
Status objavljeno

Sažetak

The synthetic algorithm for constructing curves under Maclaurin mapping is studied, and necessary conditions for obtaining various types of non-degenerated conics in quasi-hyperbolic plane are analyzed. The approach combines the nonmetrical concepts of projective geometry with the language of geometric algebra.

Ključne riječi

projective geometry; quasi-hyperbolic (dual Minkowski) plane; geometric algebra