2013IOSR Journal of MathematicsOpen access

On the Null Scrolls in Minkowski 3-space

A.M. Rashad

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Abstract

We study ruled surfaces with lightlike ruling in Minkowski 3-space which are said to be null-scrolls.Even that the result is a consequence of some well-known results involving the Gauss map, we give another approach to classify all null-scrolls under the condition where is the Laplace operator with respect to the first fundamental form and the set of 3 real matrices.

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We study ruled surfaces with lightlike ruling in Minkowski 3-space which are said to be null-scrolls.Even that the result is a consequence of some well-known results involving the Gauss map, we give another approach to classify all null-scrolls under the condition where is the Laplace operator with respect to the first fundamental form and the set of 3 real matrices.

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Available abstract

We study ruled surfaces with lightlike ruling in Minkowski 3-space which are said to be null-scrolls.Even that the result is a consequence of some well-known results involving the Gauss map, we give another approach to classify all null-scrolls under the condition where is the Laplace operator with respect to the first fundamental form and the set of 3 real matrices.

Key concepts: Mathematics, Minkowski space, Null (SQL), Space (punctuation), Pure mathematics, Geometry, Linguistics, Data mining

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