论文标题
欧几里得飞机革命表面的预测
Projections from surfaces of revolution in the Euclidean plane
论文作者
论文摘要
对于一类革命的特定表面，存在从s的邻里u到欧几里得平面e2的平滑地图φ存在，沿着子午线和s的相似之处无限地保持距离，并将u \ s的子午线发送至E2的直线；被证明。
For a specific class of surfaces of revolution S, the existence of a smooth map Φ from a neighbourhood U of S to the Euclidean plane E2 preserving distances infinitesimally along the meridians and the parallels of S and sending the meridional arcs of U \ S to straight lines of E2; is proven.
