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A Surface Family with a Common Asymptotic Null Curve in Minkowski 3-Space E_1~3

机译:闵可夫斯基 3 空间 E_1~3 中具有共渐近零曲线的曲面族

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摘要

This approach is on constructing a surface family with a common asymptotic null curve. It has provided the necessary and sufficient condition for the curve to be an asymptotic null curve and extended the study to ruled and developable surfaces. Subsequently, the study has examined the Bertrand offsets of a surface family with a common asymptotic null curve. Lastly, we support the results of this approach by some examples.
机译:这种方法是构造一个具有公共渐近零点曲线的曲面族。它为曲线成为渐近零点曲线提供了必要和充分的条件,并将研究扩展到有规则和可展开的曲面。随后,该研究检查了具有公共渐近零点曲线的曲面族的 Bertrand 偏移量。最后,我们通过一些例子来支持这种方法的结果。

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