| 释义 |
〔hyperbolic〕Of or relating to a hyperbolic function:属于或与双曲线函数有关的：〔ogee〕A double curve with the shape of an elongated S.S形曲线：形似拉长的S形的双曲线〔hyperbolic〕hyperbolic cosine.双曲线函数之余弦〔hyperbolic〕Of, relating to, or having the form of a hyperbola.双曲线的：属于双曲线的，与之有关的，或有双曲线形状的〔hyperbolic〕Of or relating to a geometric system in which two or more lines can be drawn through any point in a plane and not intersect a given line in the plane.双曲线几何的：属于或有双曲线几何体系有关的，在这体系中从一平面上的一点能画二条或多条直线，而且这些直线不与平面中已画出的那条直线相交〔Lobachevski〕Russian mathematician who developed (1826) hyperbolic geometry, a system that challenged Euclidean theory.罗巴车夫斯基，尼科莱·伊万诺维奇：(1792-1856) 俄国数学家，发展了（1826年）双曲线几何，这一体系是对欧几里得几何的挑战 |