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Loci of centers in pencils of triangles in the isotropic plane (CROSBI ID 314521)
Prilog u časopisu | izvorni znanstveni rad | međunarodna recenzija
Jurkin, Ema
Loci of centers in pencils of triangles in the isotropic plane // Rad Hrvatske akademije znanosti i umjetnosti. Razred za matematičke, fizičke i kemijske znanosti. Matematičke znanosti, 26 (2022), 155-169. doi: 10.21857/94kl4cl6wm
Podaci o odgovornosti
Jurkin, Ema
engleski
Loci of centers in pencils of triangles in the isotropic plane
In this paper we consider a triangle pencil in an isotropic plane consisting of those triangles that have two fixed vertices, while the third vertex is moving along a line. We study the curves of centroids, Gergonne points, symmedian points, Brocard points and Feuerbach points for such a pencil of triangles.
Isotropic plane, pencil of triangles, centroid, Gergonne point, symmedian point, Brocard points, Feuerbach point
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Podaci o izdanju
26
2022.
155-169
objavljeno
1845-4100
1849-2215
10.21857/94kl4cl6wm
Povezanost rada
Povezane osobe
Povezane ustanove
Matematika
Poveznice
Indeksiranost