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Pedal Surfaces of First Order Line Congruences (CROSBI ID 544923)

Prilog sa skupa u zborniku | izvorni znanstveni rad | međunarodna recenzija

Gorjanc, Sonja Pedal Surfaces of First Order Line Congruences // Proceedings of the International Scientific Conference, 70 Years of FCE STU / Radko Mesiar (ur.). Bratislava: Faculty of Civil Engineering, STU, 2008. str. 1-10

Podaci o odgovornosti

Gorjanc, Sonja

engleski

Pedal Surfaces of First Order Line Congruences

This paper is a short overview of the deducing of the pedal surfaces P^{;n+2};_n for the first order line congruences C_n^1. P^{;n+2};_n pass through the absolute conic of Euclidean space and are (n+2)-order surfaces with n-ple straight line. We described their construction and derived their parametric equations. These equations enable Mathematica visualizations of P^{;n+2};_n and they are given in two examples ( P^6_4 and P^{;2k+2};_{;2k};).

congruence of lines; pedal surface of congruence

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Podaci o prilogu

1-10.

2008.

objavljeno

Podaci o matičnoj publikaciji

Proceedings of the International Scientific Conference, 70 Years of FCE STU

Radko Mesiar

Bratislava: Faculty of Civil Engineering, STU

Podaci o skupu

70 Years of FCE STU, International Scientific Conference

ostalo

04.12.2008-05.12.2008

Bratislava, Slovačka

Povezanost rada

Matematika