1. 华罗庚（中国） 壮士临阵决死，那管些许伤痕，向千年老魔作战，为百代新风斗争。慷慨掷此身。

1. Hua Loo-keng (China) A brave warrior facing death on the battlefield, who cares about a few scars, fighting against the ancient evil for the struggle of the new wind for a thousand generations. Generously throw this life.

2. 孩子有好奇心是件好事。他能拆开玩具证明他有求知欲望，能研究问题。当父母的要支持他才对。

2. It's a good thing for a child to be curious. The fact that he can take apart toys shows that he has a desire for knowledge and the ability to investigate problems. It's the parents' duty to support him.

3. 人生的目的是奉献，而不是索取。

3. The purpose of life is to contribute, not to take.

4. 毕达哥拉斯（Pythagoras，约公元前580年—约前500（

4. Pythagoras (born around 580 BCE — died around 500 BCE)

5. 华罗庚 科学成就是由一点一滴积累起来的，惟有长期的积聚才能由点滴汇成大海。

5. Hua Loo-keng's scientific achievements are accumulated one drop at a time; only through long-term accumulation can the drops merge into the vast ocean.

6. 华罗庚 钻研然而知不足，虚心是从知不足而来的。虚伪的谦虚，仅能博得庸俗的掌声，而不能求得真正的进步。

6. Hua Loo-keng, while engaged in research, realizes his own shortcomings, and modesty comes from this realization. Pretentious modesty can only win the applause of the common crowd, but cannot achieve true progress.

7. 华罗庚 锦城虽乐，不如回故乡；乐园虽好，非久留之地。归去来兮。

7. Hua Loo-Keng: Although Jin Cheng is a land of joy, it is not as good as returning to my hometown; although the paradise is beautiful, it is not a place for long-term stay. Return, return!

8. 对我来说，研究数学就像呼吸一样自然。-----厄多斯

8. For me, studying mathematics comes as naturally as breathing. ----- Erdős

9. 高斯已经指出，正三边形、正四边形、正五边形、正十五边形和边数是上述边数两倍的正多边形的几何作图是能够用圆规和直尺实现的。高斯在数论的基础上提出了判断一给定边数的正多边形是否可以几何作图的准则。例如，用圆规和直尺可以作圆内接正十七边形。这样的发现还是欧几里得以后的第一个。

9. Gauss has pointed out that the geometric construction of regular triangles, squares, pentagons, pentadecagons, and regular polygons with an even number of sides that is double the number of sides mentioned above can be achieved using only a compass and a straightedge. On the basis of number theory, Gauss proposed criteria for determining whether a regular polygon with a given number of sides can be geometrically constructed. For example, a regular seventeen-sided polygon can be constructed inside a circle using a compass and a straightedge. Such a discovery was the first of its kind after Euclid.

10. 华罗庚（中国） 在寻求真理的长征中，唯有学习，不断地进习，勤奋地学习，有创造性的学习，才能越重山，跨峻岭。

10. Hua Loo-keng (China) In the long march for seeking the truth, only through continuous learning, diligent studying, and creative learning can one surmount great mountains and traverse steep ridges.

11. 在科学的道路上我只是翻过了一个小山包，真正的**还没有有攀上去，还要继续努力。

11. On the path of science, I have only climbed a small hill, the real challenge has not yet been reached, and I still need to keep striving.

12. 毕达哥拉斯出生在爱琴海中的萨摩斯岛（今希腊东部小岛）的贵族家庭，自幼聪明好学，曾在名师门下学习几何学、自然科学和哲学。

12. Pythagoras was born into a noble family on the island of Samos in the Aegean Sea (now a small island in eastern Greece), and was intelligent and eager to learn from a young age. He studied geometry, natural sciences, and philosophy under the tutelage of master teachers.

13. 他是中国解析数论、矩阵几何学、典型群、自守函数论与多元复变函数论等多方面研究的创始人和开拓者，并被列为芝加哥科学技术博物馆中当今世界88位数学伟人之一。国际上以华氏命名的数学科研成果有“华氏定理”、“华氏不等式”、“华—王方法”等。

13. He is the founder and pioneer in many fields of research, including Chinese analytic number theory, matrix geometry, typical groups, automorphic function theory, and multivariate complex function theory. He is listed as one of the 88 mathematical giants in the world in the Chicago Science and Technology Museum. There are internationally recognized mathematical research achievements named after him, such as "Wang's Theorem," "Wang's Inequality," and the "Wang-Wang Method."

14. 孩子有个性才能成才，文艺家、**家、科学家都靠个性的发展才获得成功。?>

14. A child must have personality to succeed, and artists, writers, scientists, all depend on the development of their personalities for success.

15. 加拼命，拼命干**，有命不**，要命有何用。

15. Work tirelessly, strive with all your might. If there's no life, what good is it to strive for it?

16. 他在数学领域里的研究硕果累累。他写成的论文《典型域上的多元复变函数论》于1957年1月获国家发明一等奖，并先后出版了中、俄、英文版专著

16. He has achieved remarkable results in the field of mathematics. His paper "The Theory of Multivariate Complex Functions on Typical Domains" won the First Prize of the National Invention Award in January 1957, and the monograph has been published in Chinese, Russian, and English editions successively.

17. 1957年出版《数论导引》；1959年莱比锡首先用德文出版了《指数和的估计及其在数论中的应用》，又先后出版了俄文版和中文版；1963年他和他的学生万哲先合写的《典型群》一书出版。他发起创建了计算机技术研究所，也是中国最早主张研制电子计算机的科学家之一。

17. In 1957, he published "Introduction to Number Theory"; in 1959, the book "Estimation of Sums of Powers and Their Applications in Number Theory" was first published in German in Leipzig, followed by editions in Russian and Chinese; in 1963, he co-wrote the book "Typical Groups" with his student Wan Zhexian. He initiated the establishment of the Institute of Computer Technology and was one of the earliest scientists in China to advocate for the development of electronic computers.

18. 华罗庚 我们最好把自己的生命看做前人生命的延续，是现在共同生命的一部分，同时也后人生命的开端。如此延续下去，科学就会一天比一天灿烂，社会就会一天比一天更美好。

18. Hua Loo-Keng: We had better view our own lives as the continuation of the lives of our ancestors, as part of the common life of the present, and also as the beginning of the lives of future generations. If this continuation goes on, science will shine brighter and brighter day by day, and society will become better and better day by day.

19. 做研究就像登山，很多人沿着一条山路爬上去，到了最高点就满足了，可我常常要试十条路，然后比较哪条山路爬得最高。

19. Conducting research is like climbing a mountain. Many people climb up a single path, satisfied upon reaching the summit, but I often try ten different routes, then compare which one allows for the highest climb up the mountain path.

20. 因为宇宙的结构是最完善的而且是最明智的上帝的创造，因此，如果在宇宙里没有某种极大的或极小的法则，那就根本不会发生任何事情。-----欧拉

20. Because the structure of the universe is the most perfect and the most wise creation of the most wise God, therefore, if there were not some great or small laws in the universe, nothing at all would happen. ----- Euler

21. 时间是个常数，花掉一天等于浪费24小时。

21. Time is a constant; spending one day is equivalent to wasting 24 hours.

22. 华罗庚 凡是较有成就的科学工作者，毫无例外地都是利用时间的能手，也都是决心在大量时间中投入大量劳动的人。

22. Hua Luogeng: Every scientifically accomplished individual, without exception, is a master of time management and is resolute in dedicating a significant amount of labor to a large quantity of time.

23. 华罗庚 人之可贵在于能创造性地思维。

23. Hua Loo-keng believes that the value of a person lies in their ability to think creatively.

24. 华罗庚 锦城虽乐，不如回故乡；乐园虽好 ，非久留之地。归去来兮。

24. Hua Loo-Keng: Although the city of Jin Cheng is enjoyable, it's not as good as returning to one's hometown; although the paradise is nice, it's not a place to stay for long. Return, return!

25. 华罗庚 时间是由分秒积成的，善于利用零星时间的人，才会做出更大的成绩来。

25. Hua Loo-Keng Time is made up of seconds and minutes. Only those who are good at making use of spare time can achieve greater achievements.

26. 约翰·卡尔·弗里德里希·高斯（Johann Carl Friedrich Gauss ，1777年4月30日－1855年2月23日，享年77岁），德国著名数学家、物理学家、天文学家、大地测量学家，近代数学奠基者之一。高斯被认为是历史上最重要的数学家之一，并享有“数学王子”之称。

26. Johann Carl Friedrich Gauss (April 30, 1777 – February 23, 1855,享年77岁), a renowned German mathematician, physicist, astronomer, and geodesist, and one of the founders of modern mathematics. Gauss is considered one of the most important mathematicians in history and is known as the "Prince of Mathematics."

27. 迟序之数，非出神怪，有形可检，有数可推。------祖冲之

27. The numbers of delayed order do not arise from supernatural phenomena; they have tangible forms that can be inspected and numerical patterns that can be deduced. -- Zu Chongzhi

28. 哥德巴赫猜想：哥德巴赫曾提出这样一个命题即：任何一个大于6的偶数均可表示两个奇因素之和,任何一个大于9的奇数都可以表示成3个奇因素之和。这个命题也叫千古之谜“1+1“。我国青年数学家陈景润证明了“1+2”,他的证明方法被誉为“陈氏定理”,陈景润本人也被人称为“推动了群山的发展”，更获得了飞人博尔特的称号。冠上的明陈景润摘取数学皇冠上的明珠指的是他证明了哥德巴赫猜想。其实这句话之前还有一句。曾经陈景润的老师说过：“数学是科学的王后，数论是王后上的王冠，而哥德巴赫猜想则是王冠上的明珠”。

28. Goldbach's Conjecture: Goldbach proposed a proposition that states: Any even number greater than 6 can be expressed as the sum of two odd numbers, and any odd number greater than 9 can be expressed as the sum of three odd numbers. This proposition is also known as the eternal mystery of "1+1". China's young mathematician Chen Jingrun proved "1+2", and his proof method is hailed as the "Chen Theorem." Chen Jingrun himself is also known as "the one who pushes the mountains forward," and he was even titled "the flying man" Bolt. The statement "the shining Chen Jingrun has picked the gem from the mathematical crown" refers to his proof of Goldbach's Conjecture. In fact, there is another statement before this. Chen Jingrun's teacher once said, "Mathematics is the queen of sciences, number theory is the crown on the queen, and Goldbach's Conjecture is the gem on the crown."

29. 学习要有三心，一信心，二决心，三恒心。

29. There should be three attitudes in learning: one is confidence, the second is determination, and the third is perseverance.

30. 数学是人类知识活动留下来最具威力的知识工具，是一些现象的根源。数学是不变的，是客观存在的，上帝必以数学法则建造宇宙。------笛卡儿

30. Mathematics is the most powerful knowledge tool left over from human intellectual activities, the source of some phenomena. Mathematics is unchanging and objectively existing; God must have constructed the universe according to mathematical laws. —— Descartes

31. 勒内·笛卡尔（又译作热奈·笛卡尔），1596年3月31日生于法国安德尔-卢瓦尔省的图赖讷（现笛卡尔，因笛卡尔得名），1650年2月11日逝世于瑞典斯德哥尔摩，是世界著名的法国哲学家、数学家、物理学家。他对现代数学的发展做出了重要的贡献，因将几何坐标体系公式化而被认为是解析几何之父。

31. René Descartes (also spelled as René Descartes), born on March 31, 1596 in Touraine, Indre-et-Loire province, France (now named after Descartes), and died on February 11, 1650 in Stockholm, Sweden, was a world-renowned French philosopher, mathematician, and physicist. He made significant contributions to the development of modern mathematics and is considered the father of analytical geometry for formulating the coordinate system.

32. 攀登科学**，就象登山运动员攀登珠穆朗玛峰一样，要克服无数艰难险。

32. Climbing science, just like mountaineers climbing Mount Everest, requires overcoming countless hardships and dangers.

33. 给我最大快乐的，不是已获得的知识，而是不断地学习。不是已有的东西，而是不断地获已。不是已经达到的高度，而是继续不断地攀登。-------高斯

33. What gives me the greatest joy is not the knowledge I have acquired, but the continuous learning. Not the things I already possess, but the constant acquisition. Not the heights I have already reached, but the ceaseless climbing. - Gauss

34. 无论成败如何，都要不惜一切地去努力。

34. No matter the outcome, one should strive with all one's might.

35. 华罗庚 人家帮我，永志不忘；我帮人家，莫记心头。

35. Hua Loo-Keng: If others help me, I will never forget it; if I help others, I should not remember it in my heart.