The second volume of the sixth grade math manuscript (1) math story
Qian Xuesen, a famous scientist in China, said: Inspiration, that is, the climax of human scientific or artistic creation, is a sudden and fleeting short-term thinking process. Materialists also admit inspiration, but it is not a gift from God, but a manifestation that creative thinking with high efficiency and large span is different from ordinary people. Inspiration is the result of intense creative activities and long-term efforts.
Mathematical inspiration is the sudden understanding of the structural relationship of mathematical objects by the human brain. When solving mathematical problems, we usually encounter such a situation: although we explore from many angles and in various ways, we are puzzled. There is no way out, is there? At that moment, inspiration appeared and created? Another village? The realm of beauty.
What is the relationship between inspiration and creative thinking, inspiration and mathematical discovery? We can look at the mathematical inspiration and discovery of the following mathematicians.
Descartes, a French mathematician, has long wanted to combine algebra and geometry which are independent of each other. After thinking for a long time, he couldn't find a suitable method. He was still thinking when he served in the army in 2009. 10 9, Newburg on the Danube, he was obsessed with thinking all day and couldn't think of a solution. After falling asleep, he continued to work in my dream, and I vaguely thought of the method of introducing rectangular coordinate system. 88860.8886888861The next morning, that is, the morning of 1 10, I tidied up my dreams immediately after waking up and finally created analytic geometry. Descartes succeeded, but his brewing time was1617 ~1665438.
The famous French mathematician Poincare recalled when he discovered the transformation method of fuchs function. 1880, I once left Caen, where I lived at that time, to take part in a geological survey trip sponsored by a mining school. The hasty trip made me forget my math homework. After arriving in Kutsis, we traveled around by coach. Just as I stepped on the pedal, an idea suddenly came to my mind, that is, the transformation I used to define fuchs function is consistent with that in non-Euclidean geometry. After Poincare returned to his address, he immediately proved the result. It was a sudden epiphany when he relaxed after a long period of intense work, and it took him about a year to succeed.
Gauss, known as the prince of mathematics, struggled for two years to prove an arithmetic theorem, and then suddenly had an idea to make him successful. Goss recalled: Finally, two days ago, I succeeded. Like lightning, the mystery was solved at once. I can't tell you exactly what wire connects my original knowledge with my success. Although the idea of solving this mystery came suddenly, Gauss spent two years preparing for this success.
From the above description of the mathematical discoveries made by three mathematicians due to the emergence of mathematical inspiration, we can see that this phenomenon appeared at a certain time after a long period of continuous labor? An epiphany? It is a kind of illogical advanced creative activity, that is, inspirational thinking activity.
Inspiration can't be obtained by chance and passive waiting. To have a successful day, you must have persistent pursuit and perseverance. What is the so-called? Touch the scene, a brainwave, a frown, a plan? Thanks to long-term unremitting creative labor? Careless? Yes Basga said? Opportunities only favor those who are prepared. It just tells the true meaning of this.
The second volume (2) of the materials of the sixth grade mathematics handwritten newspaper, Hua (19101210/0/6 1985), a native of Jintan, Jiangsu, is international. He made unparalleled contributions to the development of mathematics in China. Known as? Father of Modern Mathematics in China? ,? It is listed as one of the 88 great mathematicians in the world in the Chicago Museum of Science and Technology. The famous American mathematical historian Bateman wrote:? Hua is China's Einstein, enough to be an academician of all the famous academies in the world? .
Mr. Hua's early research field was analytic number theory, and his achievements in analytic number theory were particularly famous, enjoying a high reputation in the world? China School of Analytic Number Theory? That is, the school initiated by Hua has made many great contributions to the distribution of prime numbers and Goldbach conjecture. His outstanding contributions to the theory of multiple complex variables and matrix geometry have influenced the development of mathematics in the world. There are also internationally renowned? Typical China school? Mr. Hua's research on the theory of multiple complex variables and canonical group is ahead of the western mathematics field 10 for many years, and these research achievements have been highly praised by famous mathematicians in China. Mr. Hua is an unparalleled genius.
Famous mathematician Raul? Xiong Fei's son said? Because of his extensive research, he is one of the top mathematicians in the world. Perhaps more people were directly influenced by him than any mathematician in history? ,? The existence of Hua is comparable to the outstanding value of any great mathematician. ?
Ha gift:? Hua was one of the internationally famous mathematicians of his time. ?
Klada:？ Hua Chuang established China Mathematics. ?
American number theorist Lemmer said? Hua has an amazing ability to grasp the best work of others and accurately point out ways to improve these achievements. He has his own skills. He read widely and mastered all the commanding heights of number theory in the 20th century. His main interest is to improve the whole field. He tried to popularize every result he met. ?
Qiu Chengtong:? Mr. Wang went to study in Tsinghua, Jiangnan. Wandering around the world, from Hardy, visiting Russian teachers and visiting the United States. Innovation and change, knowing each other. Prime number of pile foundation, complex variable and multivariate. Elegant and colorful, reflect each other. A person who saves the day and plummets will get married and stand out from the crowd. Who is he and who is his husband?
Mr. Wang Yuan said that from the field of mathematics, it can be roughly divided into two parts: one is analysis and the other is algebra. Most mathematicians generally only make contributions in one field, such as myself, that is, in analysis; But China has made great contributions in two aspects. On the other hand, mathematics is divided into pure mathematics and applied mathematics, and Hua has made great contributions to both.
Wu Yaozu:? Mr. Hua is brilliant and studious. He knows all about China and foreign countries, studies history from ancient times to the present, is knowledgeable and has many books. His life, work and contribution can be found in the extensive fields of mathematics he has experienced, which can be discussed in depth, simple and clear, generalized and abstract?
? I'm not as lucky as my elders, but I can also become a disciple of Hua Lao? In the view of Yang Le, an academician of Chinese Academy of Sciences and a famous mathematician, it is a lifelong regret not to become an official apprentice of Hua Lao. But on the road of mathematical research, does Hua Lao really have a deep influence on me? .
The famous American mathematical historian Bateman wrote:? Hua is China's Einstein, enough to be an academician of all the famous academies in the world? .
It is listed as one of the 88 great mathematicians in the world in the Chicago Museum of Science and Technology.
Chen Jingrun (1May 22nd, 933 ~1March, 996 19), a native of Fuzhou, Fujian Province, graduated from the Department of Mathematics of Xiamen University in 1953, a famous mathematician in China and internationally renowned.
From 1953 to 1954, I taught in Beijing No.4 Middle School. Because of slurred speech, he was refused to teach on the platform and could only correct his homework. Carrying a quilt? Suspended from work and went home for illness? , transferred back to Xiamen University as a librarian, studied number theory, and also studied the close relationship between combinatorial mathematics and modern economic management, scientific experiments, cutting-edge technology and human life.
1956 transferred to Institute of Mathematics, China Academy of Sciences.
1980 was elected as a member of the Department of Physics and Mathematics of China Academy of Sciences (now an academician).
His achievements in studying Goldbach conjecture and other number theory problems are still far ahead in the world, and he is called the first person of Goldbach conjecture.
Andre, a world-class math master and American scholar? Wei Yi (Andr? Weil) once praised him like this: Every job Mr. Chen Jingrun does is like walking on the top of the Himalayas. Dangerous, but once successful, it will definitely affect the world. ?
He has been a researcher at the Institute of Mathematics of China Academy of Sciences, a member of the academic committee of the Institute, a professor at Guiyang University for Nationalities, Henan University, Qingdao University, Huazhong University of Science and Technology and Fujian Normal University, a member of the Mathematics Discipline Group of the State Science and Technology Commission, and the editor-in-chief of Mathematics Quarterly.
He has published 25 research papers and written books such as Interesting Mathematics and Combinatorial Mathematics.
main work
The smallest prime number in arithmetic series, expressing even numbers as the sum of the products of one prime number and no more than two prime numbers, mathematical anecdotes, combinatorial mathematics, Goldbach conjecture.
post of honour
Chen Jingrun has made many great achievements in the research field of analytic number theory, and won the first prize of National Natural Science Award, Heli Fund Award, China Mathematics Award and many other awards.
He was a deputy to the Fourth, Fifth and Sixth National People's Congress.
On September 4th, 2009, it was named as one of the people who moved China 100 since the founding of New China.
People who read the second volume of the sixth grade mathematics manuscript also read:
1. Sixth-grade math handwritten newspaper photo album
2. Sixth grade mathematics handwritten newspaper pictures
3. The sixth grade mathematics handbook is reported to Daquan.
4. The sixth grade mathematics handwritten newspaper chart
5. The content of the sixth grade mathematics handwritten newspaper
6. Selected Mathematics Manuscripts for Grade Six
7. Sixth grade of mathematical manuscript layout design
That's all I've shared with you, the second volume of the sixth grade math handwritten newspaper. I hope it helps you.