On the Gauss Map of Tubular Surfaces in Pseudo Galilean 3-Space

On the Gauss Map of Tubular Surfaces in Pseudo Galilean 3-Space
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초록

In this study, we define tubular surfaces in Pseudo Galilean 3-space as type-1 or type-2. Using the X(s, t) position vectors of the surfaces and G(s, t) Gaussian trans formations, we obtain equations for the two types of tubular surfaces that satisfy the conditions ∆X(s, t) = 0, ∆X(s, t) = AX(s, t), ∆X(s, t) = λX(s, t), ∆X(s, t) = ∆G(s, t), ∆G(s, t) = 0, ∆G(s, t) = AG(s, t) and ∆G(s, t) = λG(s, t).

키워드

Tubular surfacesGauss mappointwise 1-type Gauss mapPseudo Galilean 3-Space
제목
On the Gauss Map of Tubular Surfaces in Pseudo Galilean 3-Space
제목 (타언어)
On the Gauss Map of Tubular Surfaces in Pseudo Galilean 3-Space
저자
Yılmaz TuncerMurat Kemal KaracanDae Won Yoon
DOI
10.5666/KMJ.2022.62.3.497
발행일
2022-09
유형
Article
저널명
Kyungpook Mathematical Journal
62
3
페이지
497 ~ 507