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- Is Goldbach Conjecture really proved? - 哥德巴赫(Goldbach)猜想真的被证明了吗?
- In 1973, Chen Jingrun made public his result on the Goldbach conjecture. 1973年陈景润正式发表了他对哥德巴赫猜想的研究；
- TXT-an experimental Chapter VII (2) the certification Goldbach conjecture. 详细说明： 第七章实验一（2）验证歌德巴赫猜想.
- Goldbach Conjecture to prove that an arbitrary large even number can be expressed into two prime numbers, and! 哥德巴赫猜想，证明任意大的一个偶数都可以表示成为两个素数的和！
- This procedure is used C++ Procedures to verify the validity of Goldbach Conjecture. 这个程序是用C++程序来验证哥德巴赫猜想的正确性.
- Goldbach conjecture verification, are now at the C language environment debugging success. 验证歌德巴赫猜想等，已经在C语言环境下调试成功.
- People of "1 +1". is actually a well-known proposition (Goldbach conjecture) the short title. and 1 +1 = 2 do not have the slightest relationship. 人们所说的[1+1".;实际上是对一个著名的命题(歌德巴赫猜想)的简称
- The China-foreign scholar is not united a cognition so far also for a long time, so somebody calls it upper social sciences history "Goldbach conjecture " for this purpose. 长期以来，中外学者对该问题至今也没有得到统一认识，为此，有人将它称之为社会科学史上的“哥德巴赫猜想”。
- With the method of opposite direction of superimposed number axis,it can be proved there must be prime superimposed numbers, then goldbach conjecture can be proved. 利用反向对应重合数轴法,通过求证每个重合数列中必定有素重合数存在,从而证明哥德巴赫猜想是正确的。
- The proof of goldbach conjecture with a new method 哥德巴赫猜想的证明
- A Group of New Sieve Functions of the Prime Twins and Goldbach Conjecture 一组新的孪生素数与哥德巴赫猜想筛函数
- The proof of goldbach conjecture with the method in opposite direction of superimposed number axis 试用反向对应重合数轴法证明哥德巴赫猜想
- chenjinrun was not the first to learn 1+1=2 ,but his doubt why 1+1=2 rather than 3 encouraged him to realize goldbach Conjecture . 陈景润也不是第一位研究1+1=2的人，可是对于1+1=2而并非3的原因的怀疑激励着他实现了哥德巴赫猜想。
- Don't conjecture about the outcome. 不要对结果妄加猜测。
- Goldbach conjecture 哥德巴赫猜想
- He didn't know the fact; what he said was pure conjecture. 他并不知道实情，他说的纯属猜测。
- The rumor raised much conjecture. 谣言引起很多猜测。
- I do not conjecture an immediate drop in demand. 我推测需求不会马上降低。
- An estimate based on conjecture. 瞎猜基于猜想而得出的判断
- This is evidence, not conjecture. 这是证据，而非推测假想。
