hyperbolic信息详情
adj.双曲线的；夸张的
hypergolic───自燃的；自发火的
hyperbolical───双曲线的；夸张的
hyperbolise───夸张
hyperbolism───夸张
hyperbolist───n.夸张的语句；夸张法(hyperbole的变形)
hyperbolize───v.对……大肆夸张
hyperboloid───n.[数]双曲面；双曲线体
hyperbaric───adj.高气压的；施压力以供氧气的
hyperbatic───夸张的
Brilliant: creative, graphic, grotesque, hyperbolic.───辉煌：创意，绘画，怪异，夸张。
This one is a hyperbolic parabloid.───这个曲面是一个双曲抛物面。
The hyperbolic surface, which has so-called negative curvature because its surface curves up and down at the same time, like a saddle.───双曲曲面，即通常所称的负曲率，因为它的表面同时向上和向下弯曲，就像一个马鞍。
While this theory appears to have validity, it seems to me to be hyperbolic and rather useless with regard to planning and preparation.───尽管此理论上似乎有有效性，似乎给我是指双曲和而无用与计划有关和准备工作。
There is nothing else in 'The Memory of All That' remotely like this hyperbolic, capitalized gush of personal pride.───在《那些回忆》中，没有其他任何地方像这样子夸张的涌现出个人的骄傲。
And interestingly, this turns out -- the stomatopod saddle turns out to be the first described biological hyperbolic paraboloid spring.───吸引人的在于，这个结果——口足类动物的鞍形结构是首个被描述的生物学上的双曲抛物面弹簧装置。
Some simulation proved that this arithmetic was valid to elliptic and hyperbolic transfer trajectory.───并仿真验证了该算法对椭圆和双曲线转移轨道均适用。
Hyperbolic overkill is a way of taking exaggeration to the absolute ultimate limit, just for the fun of it.───巨无霸是一种把夸张伸展到绝对极限的表达方式就为了它的好玩儿。
As the Libyan regime totters, it no longer seems hyperbolic to call the events in the Middle East, "the Arab 1989" .───利比亚政权正摇摇欲坠，此时若把中东爆发的这一系列事件称为“阿拉伯的1989”，似乎已不再是炒作之词。
In this article holomorphic curves in the complex hyperbolic space are discussed.
Impulse hyperbolic partial differential equation oscillation higher order Laplace operator.
Elliptical, hyperbolic and parabolic interpolation algorithms are introduced in this dissertation, which are based on central angle division.
Karl Gauss pioneered hyperbolic geometry.
Two fdmilies Of characteristic lines in the hyperbolic region are not orthogonal.
The initial boundary value problem for nonlinear hyperbolic equation in three dimensional domain with moving boundary is studied.
The sine function, hyperbolic tangent, and other non-linear variations on these basic ideas have also been used.
The hyperbolic function method has been used to study new exact travelling wave solutions for a class of nonlinear evolution equation.
In a hyperbolic plane an unlimited number of lines can pass through the point and not meet the given line.