In 1983, China was in a critical period of reform and opening up, which was an epoch-making period, and people began to realize that China had to get out of the closed situation, open up to foreign cooperation, and absorb advanced technology, culture and ideas from outside in order to better integrate into the world.
During this period, talents from all walks of life began to emerge.
Those talents who have been silently supporting reform and opening up in China have laid a solid foundation for China's modernization process with their professional knowledge and practical experience, and each of them is an important driving force for China to move towards the world stage.
However, when the reform and opening up was in full swing, Chen Jingrun, an outstanding figure in the Chinese mathematics community, took the initiative to put forward three requests to the ** organization, which immediately aroused widespread attention and heated discussions in the society.
Deng Gong is a leader who attaches great importance to talents, and he cares very much about the lives of scientific researchers, and Chen Jingrun is a rare talent.
So this matter quickly received the attention and instructions of the leader Deng Gong:Three requests made by Chen Jingrun were resolved within a week.
This incident made people very interested and curious about Chen Jingrun.
So who is Chen Jingrun, and what are the three requests he made to the organization?
Chen Jingrun is a champion and leader in the field of Chinese mathematics.
Chen Jingrun was born in Fuzhou, Fujian Province in 1933, and his parents and relatives were not highly educated, nor did they have much contact with mathematics. Chen's father was an ordinary employee at the local post office, and his mother died when he was still a minor.
Chen Jingrun is the second oldest in the family, with a total of four brothers and sisters, his father's income is low, and there are many brothers and sisters, so the family conditions are not good.
Because the family is really poor, only the eldest brother in the family has the opportunity to go to school. And Chen Jingrun has shown extremely high intellectual talent since he was a child. The eldest brother also discovered this. He explained what he had learned to Chen Jingrun one by one, and Chen Jingrun was also very happy.
After a long time, Chen's mother also discovered Chen Jingrun's learning talent, and she didn't want to delay her son, so she discussed with her husband, and the family cut down on food and clothing to make up enough money for him to go to school.
After arriving at school, Chen Jingrun's favorite thing is to solve all kinds of math problems, but because he doesn't like to talk and is not sociable, he is called a "little nerd" by his classmates.
Due to his withdrawn personality and thin body, Xiao Chen Jingrun was bullied by his classmates, but this did not dampen his attitude of studying hard. He knows that his family conditions are not good, and he can only get ahead by studying hard.
In 1945, Chen Jingrun was admitted to a high school in Fuzhou with high scores, and a teacher discovered Chen Jingrun's talent in mathematics and told him about the Gothic conjecture.
It was his experience in high school that gave him the determination to solve the problem of the century.
Chen Jingrun met many noble people to help him during his study experience, which had a huge impact on Chen Jingrun's later research in mathematics.
In 1949, Chen Jingrun was admitted to Xiamen University with excellent results, and when he arrived at the university, Chen Jingrun still didn't like to talk, and he was immersed in the world of studying mathematics.
After graduating, he was arranged by the school to teach, but because of his own personality problems, he was not very good at teaching students, and later was arranged by the school to do other jobs, but he was not happy, and his health was not good, so he chose to return to his hometown to recuperate.
Soon after, Chen Jingrun was arranged by the school to work in the school library, and returned to a familiar place, Chen Jingrun did not forget his dream and research on mathematics, he began to use materials, and devoted himself to the study of mathematics. Soon after, he met the GuideHua Luogeng.
Since then, Chen Jingrun's brilliant mathematical life has quietly begun.
Hua Luogeng is a giant in the field of Chinese mathematics, and his contribution is not only reflected in his mathematical achievements, but also in his training of the younger generation of mathematicians.
One day, Hua Luogeng gave a math report at a school. After the report, a student said to him:"Mr. Hua, how can I become a good mathematician? ”
Hua Luogeng replied with his usual gentleness and indifference:"Just love math, and be focused and persistent. ”
This student is Chen Jingrun, who later became one of Hua Luogeng's most proud students.
In 1956, Chen Jingrun wrote an article entitled "The Problem of Other Benefits"**, which immediately caused a sensation at Xiamen University. Hua Luogeng took a fancy to his mathematical talent and took the initiative to recruit Chen Jingrun as his student, giving him all-round training and guidance.
Hua Luogeng gave Chen Jingrun a lot of guidance and support, which had a profound impact on his academic and career, and Chen Jingrun also learned a lot from Hua Luogeng.
Once, Hua Luogeng asked him:"Chen Jingrun, have you ever wondered why your classmates don't like to play with you? ”
Chen Jingrun was silent for a while, and then replied:"Because I'm a nerd? ”
Hua Luogeng smiled and said:"You know, test scores are important, but to become a true mathematician, you have to go through the process of failure, you have to find those weaknesses in you, and you have to be brave enough to overcome your limitations. ”
Hua Luogeng's encouragement and guidance made Chen Jingrun have a higher pursuit, and he focused more on the study of mathematics. One day, Chen Jingrun suddenly thought of a mathematical problem, and he wanted to find a simpler way to prove it, and spent a long time thinking and experimenting. In the end, Chen Jingrun finally found a way to prove this problem, which surprised and delighted Hua Luogeng.
Hua Luogeng also gave this proud protégé a high evaluation:"He was intellectually and academically outstanding and was one of the most outstanding maths students in the school. ”
Looking back on that year, Hua Luogeng's care and support for Chen Jingrun was meticulous, and he provided sufficient and strong support to Chen Jingrun through various channels. In the process of Chen Jingrun's study and scientific research, Hua Luogeng also tried his best to give him guidance and help, and spared no effort to recommend him to participate in international mathematical conferences.
After painstaking efforts and Hua Luogeng's strong recommendation, Chen Jingrun finally obtained the qualification of observer and walked to the international mathematics stage. After that, he attended the annual meeting of the American Mathematical Society, where he presented his significant achievements in the field of mathematics and demonstrated to the world the strength of Chinese mathematicians in this field.
In 1966, Chen Jingrun solved an important mathematical problem that had puzzled mathematicians for many years, the Goethe's conjecture, which caused a huge sensation in the academic world.
Later, Chen Jingrun became an influential mathematician who made great achievements in the field of mathematics, and he is considered a giant in the history of Chinese mathematics.
Before his death, his mentor Hua Luogeng asked Chen Jingrun to take over his position and entrusted him with the continued development of his mathematical career. Hua Luogeng has the grace of knowing Chen Jingrun, which has had a profound impact on his academic and career.
Chen Jingrun has always been grateful, remembering Hua Luogeng's teachings and care, and constantly dedicating himself to the development and progress of mathematics.
Chen Jingrun is an outstanding scholar in the field of mathematics in China, and Comrade *** is the main leader and advocate of China's reform and opening up.
During his tenure as the general secretary of the Communist Party of China, he attached great importance to the development of China's scientific undertakings, including the field of mathematics, and Chen Jingrun walked towards the international academic stage with the support of the Communist Party of China.
In the early 1980s, Comrade ** recommended Chen Jingrun to the École Normale Supérieure in Paris, France, to promote the connection between China and the international mathematical community.
Since then, Chen Jingrun's achievements and knowledge have been recognized and respected by the international academic community, and some well-known foreign scholars have begun to cooperate with Chen Jingrun to study mathematical problems.
The climax of Comrade ***'s attention to Chen Jingrun was at an important moment in 1986.
On that occasion, Comrade ** said when he met with Chen Jingrun:"You have to be at the forefront of the development of mathematics. The popularization of mathematics has become an important part of our modernization. We hope that you will make more outstanding contributions to the development of mathematics in China in your own educational work. ”
**Comrade's remarks have raised the attention of the scientific and technological circles and academic circles to Chen Jingrun and mathematical talents to a new height.
Chen Jingrun also lived up to the trust, and under his leadership, China's mathematics cause has continuously made new progress. Chen Jingrun is an outstanding scholar in the field of mathematics in China and a key figure in the popularization of mathematics during the period of China's reform and opening up. But while he achieved academic success, he also faced many personal problems.
In 1983, Chen Jingrun put forward three personal requests in a report to ask Comrade *** for help.
Previously, Chen Jingrun had never made any requests to the organization, but this time he decided to trouble the organization after thinking about it again and again, and he reported his family situation to the organization, hoping that the organization could solve his difficulties.
"The house I live in is so small that I didn't realize it before, but now that I have a family, I have children, and I have a busy day at work, and I want to move to a more spacious apartment. ”
Chen Jingrun's first request was to change his residence. And Comrade *** said after hearing this:"Your contribution is the wealth of the country, and I will deal with the housing issue as soon as possible. ”
The second request was to help his lover transfer jobs. Because Chen Jingrun's wife is the hospital's **, the husband and wife have been separated from each other for a long time, and the wife has to raise the children alone, the husband and wife want to live together, but there are many difficulties in the wife's job transfer.
** Comrade said with great concern after hearing this"The family's difficulties also need to be taken seriously, and I will instruct the relevant departments to help deal with them. ”
The last requirement is to have an assistant. Chen Jingrun is busy with work in mathematics research and teaching, his health is not good, and he needs to attend many social activities, so he needs an assistant to assist him in handling his work.
**Comrades gave instructions after hearing it:"Okay, I'll fix this in a week. ”
** Comrade's efficiency and determination to solve problems deeply moved Chen Jingrun. In less than a week, Chen Jingrun received a reply from Comrade ***.
** Indicates that instructions have been given to ensure that these issues can be properly addressed. **Comrade's instructions have solved many personal problems for Chen Jingrun, and also showed that he cares deeply about the people's lives and personal difficulties.
Chen Jingrun's three demands show Comrade Xian's concept in the development of science and technology and the people's livelihood. He has always paid attention to and attached importance to the personal life and working environment of scientific and technological talents, and actively promoted the development of science and technology in the whole society.
This also provides a solid guarantee for Chen Jingrun to focus more on mathematical research and innovation, and has become an important part of the development of mathematics in China.
In the end, with the attention and attention of Comrade ***, Chen Jingrun's three requests were not only resolved, but also greater support and help, which made his scientific research career develop more steadily and rapidly.
This story shows us the importance of a good social environment and scientific research ecology for scientists and their works, and also shows us the importance and attention of Comrade *** to the cause of science.
At that time, China's mathematics was still very imperfect and backward, and the research strength of the mathematical community was relatively weak. Chen Jingrun has also raised it many times"There is no real mathematics university in China".hope to get a better learning and development environment.
With the attention and attention of Comrade ***, Chen Jingrun has also worked hard to contribute to China's development and cultivation, and scientific research has developed rapidly.
**Comrade once said:"There are 1,000 mathematicians like Chen Jingrun in China, so China doesn't have to worry about not having mathematics." Although this sentence is a bit exaggerated, it also reflects the great importance and expectations that Comrade *** attaches to the cause of mathematics in China.
Chen Jingrun's highly accomplished mathematical life is not only his love and genius for mathematics, but also his efforts and courage in his continuous exploration, challenge and pursuit.
His achievements also show us the importance and value of mathematics for the development of human society, and provide important inspiration and inspiration for our scientific research.
We should take this as a lesson to further create a better ecological and social environment for scientific research, and provide better support and guarantee for scientists' research work.
We believe that in the near future, our scientific cause will have more brilliant development and more outstanding results.