1.
The exploratory experiment teaching about calculation of π based on the elementary geometry method is researched.
探讨了基于初等几何方法的圆周率π的数值计算的探索数学实验教学。
2.
Illustration the Enlightenment of Analysis Method on Synthetic Method in Solution Elementary Geometry;
例谈解析法诱导综合法解初等几何题
3.
The proof of some propositions on points collinear in elementary geometry with vector mothod;
用向量法推证几个有关点共线的初等几何命题
4.
An Example of Solving Analytic Geometry Problem With Higher Geometry Methods;
用《高等几何》方法解决《解析几何》问题一例
5.
Indicate how each of the following algebraic identities might be established geometrically.
试用几何方法证明下列代数恒等式。
6.
The Modern Mathematics Thoughts in Elementary Geometry--Geometry Transformation;
初等几何中的现代数学思想——几何变换
7.
An exploration of several propositions of elementary geometry in the context of higher geometry
几个初等几何命题的高等几何背景追踪
8.
The Directive Functions of Group-theoretical viewpoint of Higher Geometry to Elementary Geometry;
高等几何的群论观点对初等几何的指导作用
9.
Research on the Directive Functions of Higher Geometry Assignments to Elementary Geometry;
高等几何命题对初等几何的指导作用探讨
10.
A Primary Study on Methods and Principles of the Determining Mathematical Terminologies in Euclid s Elements of the Chinese Edition in the Ming Dynasty;
明译《几何原本》确定数学术语的方法与原则初探
11.
Hypergeometric Series Method for Riemann-Zeta Function and Combinatorial Identities;
Riemann-Zeta函数的超几何级数方法和组合恒等式
12.
The Proof of the WZ Method for Some Hypergeometric-type Series Identities
若干_2F_1型超几何级数恒等式的WZ方法证明
13.
Generalization of a Proposition in Plane Geometry to Projective Geometry;
一个初等几何命题在射影几何中的推广
14.
Several Ways to Solve Physics Extremity by Primary Mathematics;
用初等数学解物理极值问题的几种方法
15.
Abstract: This paper mainly utilizes the methods of formula, isometric transform, cut and complement, extremes and analyzing special section to calculate the volume in solid geometry.
文章探讨了用公式法、体积变换法、补法、值法、析特殊截面等方法求立体几何中几何体的体积。
16.
This case can no longer be handled by elementary geometry.
这种情形初等几何已经无能为力。
17.
On selecting material and teaching of elementary geometrycourse in teachers′ college;
谈高师初等几何研究课的选材与教学
18.
Application of “problem-solving” in the teaching of elementary geometry;
“问题解决”在初等几何教学中的应用