1.
Theorem g is called binomial theorem.
定理g称为二项式定理。
2.
The Tri chord Theorem and Ptolemy s Theorem are Equivalent to Each Other;
三弦定理和Ptolemy定理等价
3.
Orlicz-Pettis Type Theorem;
Orlicz-Pettis型定理
4.
KKM Theorem, Coincidence Theorem and Equilibrium Existence Theorem;
KKM定理，重合点定理以及平衡存在定理
5.
Proving Preparing Theorem of Euler Theorem and Wilson Theorem;
Euler定理和Wilson定理的预备定理的证明
6.
Research on MM Axioms and Kesi s"Ideal Appearance"Axioms;
MM定理与科斯定理的“理想状态”研究
7.
Pythagorean theorem
ph.0. 【数】勾股定理; 毕达哥拉斯定理; 毕氏定理
8.
uniform ergodic theorem
均匀遍历定理;均匀遍历定理;一致遍历定理
9.
teller lieb simon theorem
特勒 里伯 紊定理
10.
the proof of a theorem,ie in geometry
（几何）定理的证明.
11.
Some Brauer Versions of Dolfi Theorems;
Dolfi定理的Brauer形式
12.
On the Extension of Riemann-Lebesgue Theorem;
Riemann-Lebesgue定理的推广
13.
Fermat s Last Theorem in Euclidean Rings;
Euclidean环中的Fermat定理
14.
Application of the Caley-Hamilton Theorem;
Cayley-Hamilton定理应用
15.
The Characteristic of Series-compact Sets in C(X) Space;
Arzela-Ascoli定理推广
16.
A New Proof for Borg-Levinson Theorem
Borg-Levinson定理新证
17.
Some rational proofs of the Cayley-Hamilton theorem
Cayley-Hamilton定理的有理证明
18.
A Decision Theorem on the Stability of Higher Dimensional Interval Matrix;
高维区间矩阵稳定性的一个判定定理