1.
a proposition in geometry
几何学上待证的定理
2.
this shape is geometrically interesting.
这个造型在几何学上很有意思。
3.
because why bother traveling miles to get an education,
原因是为何要走几英里去上学，
4.
Geometry is developed rigorously from a postulational base.
从公设的基础上严谨地推演几何学。
5.
Instruction Design of "Spherical Geometry" and Experimental Study;
“球面上的几何”教学设计与实验研究
6.
topological differential geometry
拓扑微分几何(学)
7.
synthetic(projective) geometry
综合(射影)几何(学)
8.
Rubber Geometry;
橡皮膜上的几何学——浅谈拓扑学的产生和发展
9.
plane Euclidean geometry
平面欧几里得几何学
10.
n-dimensional Euclidean geometry
ｎ维欧几里得几何学
11.
noneuclidean geometry
非欧几里得几何(学)
12.
the postulates of Euclideangeometry
欧几里得几何学的公设.
13.
we will learn analytic geometry after studying solid geometry.
我们刚学完立体几何就要学解析几何。
14.
The synthetic geometers were developing projective geometry.
综合几何学家们在发展射影几何学。
15.
(heraldry) any of several conventional figures used on shields.
（纹章学）任何几个传统的数字在盾上使用。
16.
A geometric study of the calcar femorale andeffective cavity of the upper femur
股骨距与股骨上段有效髓腔的几何形态学研究
17.
The Research on the High School New Curriculum Spherical Geometry Experiment Teaching;
高中新课程球面上的几何实验教学研究
18.
Reflections on How to Lecture a Public Maths Class well for Freshmen;
关于如何上好大一公共数学课的几点思考