1.
Research on Formation and Teaching Method of Geometry Axiomatical Method;
有关几何公理化方法的形成及教学方法探讨
2.
The Elements of Euclid and the Classical Axiom Method of Geometry
欧几里得的《几何原本》及几何学古典公理法
3.
geometry based on axioms different from Euclid's.
基于不同于欧几里得公理的几何学。
4.
Reestablishing Primary Geometry System under H. Wegl Axion System;
在韦尔公理体系下重建中学几何系统
5.
the postulates of Euclideangeometry
欧几里得几何学的公设.
6.
the proof of a theorem,ie in geometry
（几何）定理的证明.
7.
Consideration on way for excellent quality management of road project
关于如何做好公路工程质量管理的几点思考
8.
principal formula of integral geometry
积分几何学的主公式
9.
Context: The Greeks based the study of geometry on definitions and axioms.
上下文：希腊人把几何研究的最基本出发点放在定义和公理上。
10.
Study on Theories and Methods of Geometric Tolerance Design Based on Variational Geometric Constraints Network
基于变动几何约束网络的形位公差设计理论与方法的研究
11.
Research of using the axiomatization viewpoint to guide the teaching of plane geometry in the middle school
用公理化系统观点指导中学平面几何的教学与研究
12.
a proposition in geometry
几何学上待证的定理
13.
Before that unjust Tribunal, there was little or no order of procedure, ensuring to any accused person any reasonable hearing.
在这个不公道的法庭上，几乎没有保障任何被告得以作任何合理申诉的法定程序。
14.
geometry based on Euclid's axioms: e.g., only one line can be drawn through a point parallel to another line.
基于欧几里得公理的几何学:例如从一点只可以劃一直线平行与另一直线。
15.
Of or relating to geometry and its methods and principles.
几何学的几何学及其方法、原理的，或与之有关的
16.
The common conclusion was the uniqueness and necessity of Euclidean geometry.
欧几里德几何的唯一性与必要性已被公认。
17.
Geometry is developed rigorously from a postulational base.
从公设的基础上严谨地推演几何学。
18.
Greek geometer (3rd century BC).
（公元前三世纪）希腊几何学家。