In 1728 Euler gave differential equations for geodesics on surfaces.

1728年,奥伊勒绘出了曲面上测地线的微方程.

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This paper presents a geodesic - based constrained deformation method for polygonal mesh models.

提出了一种基于测地线的多边形网格模型的约束变形方法.

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It is shown that the proper acceleration of null geodesic with conjugate points approaches infinity.

具有共轭点的类光测地线的固有加速度趋于无穷大.

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From the property of geodesic curve , a new arithmetic of cutting line is put forward.

从测地线的性质出发, 提出了一种新的裁剪线生成算法.

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