Non-null slant ruled surfaces
Mehmet Önder, Delibekirli Village, Tepe Street, No. 63, 31440 Kırıkhan, Hatay, Turkey
Abstract
Mehmet Önder, Delibekirli Village, Tepe Street, No. 63, 31440 Kırıkhan, Hatay, Turkey
Abstract
In this study, we define some new types of non-null ruled surfaces called slant ruled surfaces in the Minkowski 3-space $E_{1}^{3} $. We introduce some characterizations for a non-null ruled surface to be a slant ruled surface in $E_{1}^{3} $. Moreover, we obtain some corollaries which give the relationships between a non-null slant ruled surface and its striction line.
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In this study, we define some new types of non-null ruled surfaces called slant ruled surfaces in the Minkowski 3-space $E_{1}^{3} $. We introduce some characterizations for a non-null ruled surface to be a slant ruled surface in $E_{1}^{3} $. Moreover, we obtain some corollaries which give the relationships between a non-null slant ruled surface and its striction line.
Key concepts: Minkowski space, Null (SQL), Surface (topology), Ruled surface, Mathematics, Space (punctuation), Pure mathematics, Physics