Tehničko veleučilište u Zagrebu · Zagreb

From the geometry of quasi-hyperbolic plane

sažetak izlaganja sa skupa

sažetak izlaganja sa skupa

From the geometry of quasi-hyperbolic plane

Vrsta prilog sa skupa (u zborniku)
Tip sažetak izlaganja sa skupa
Godina 2013
Nadređena publikacija Abstracts, 17th Scientific-Professional Colloquium on Geometry and Graphics
Stranice str. 8-8
Status objavljeno

Sažetak

In this presentation the Euclidean model of the extended projective quasi-hyperbolic plane will be presented. This plane is dual to the pseudo-Euclidean plane. The absolute figure of the quasi-hyperbolic plane is a triple (j_1, j_2, F) where F is a real point and j_1, j_2 are pair of real lines through F. Basic elements and constructions will be shown, as well as duals of some well known theorems from triangle geometry and theory of conics.

Ključne riječi

quasi-hyperbolic plane (qh-plane); perpendicular points; qh-triangle lines; qh-conics; osculating circles