crta
Hrvatska znanstvena Sekcija img
bibliografija
3 gif
Home
 About the project
 FAQ
 Contact
4 gif
Browsing
Basic search
Advanced search
Statistical data
Other bibliographies
Similar projects
Catalogues and databases

Bibliographic record number: 406404

Paper is submitted to a journal

Authors: Sliepčević, Ana; Kovačević, Nikolina
Title: Hyperosculating circles of the conics in the Pseudoeuclidean plane
Source: Journal for geometry and graphics (1433-8157) (2009)
Paper status: Poslan
Keywords: pseudoeuclidean plane, hyperosculating circles of the conics, perspective collineation
Abstract:
The pseudoeuclidean plane is one of the nine Cayley-Klein metric planes. The absolute of the pseudoeuclidean plane is a triple (f ; J1 ; J2) where f is the absolute line and J1 ; J2 are two real points incidental with f. In this paper some basic constructive problem in the pseudoeuclidean geometry of conics will be studied using the perspective collineation. Some of the constructions will be given on the model of the pseudoeuclidean plane with the absolute figure in finiteness and some on the associated affine model of the pseudoeuclidean plane.
Project / theme: 082-0000000-0893
Original language: ENG
Category: Znanstveni
Research fields:
Mathematics
Printed media: da
Contrib. to CROSBI by: asliepcevic@grad.hr (asliepcevic@grad.hr), 8. Jun. 2009. u 10:03 sati



Print version   za tiskati


upomoc
Creative Commons License All the contents of bib.irb.hr, except where otherwise noted, is licensed under a Creative Commons licence
Copyright © 1997-2013. IRB. Made by: Ivo Batistić and Jadranka Stojanovski. Design: Studio8. Software: postgresql
foot_4