Introduction to the Late Mathematician 5, Who of the mathematicians became famous after his death?

1 In the 16th century, the German mathematician Rudolph spent his life calculating pi to 35 decimal places, which later generations called Rudolph's number, and after his death, others engraved this number on his tombstone. After his death, the Swiss mathematician Jacob Bernoulli, who studied the spiral (known as the thread of life), was engraved with a logarithmic spiral on his tombstone, and the inscription reads: "I have changed, but I am the same."

It's a pun that both depicts the nature of the spiral and symbolizes his love for mathematics.

2 Von Neumann, one of the most outstanding mathematicians of the 20th century As we all know, the invention of the electronic computer in 1946 greatly promoted the progress of science and technology and the progress of social life In view of the key role played by von Neumann in the invention of the electronic computer, he is praised by Westerners"The father of the computer".From 1911 to 1921, von Neumann was not yet 18 years old when he was a student at the Luxelen Lycée in Budapest.

Hope you like it.

I'll give you a brief introduction to John von Neumann.

John von Neuman (1903-1957), a Hungarian-American, was born on December 28, 1903 in Budapest, Hungary, to a wealthy banker who paid great attention to the education of his children Von Neumann was brilliant from an early age, with a wide range of interests and a great reading It is said that he was able to chat with his father in ancient Greek at the age of 6 and mastered seven languages in his life He is the most proficient in German, but when he thinks about ideas in German, He can also translate into English at the speed of reading He can quickly repeat the contents of the books and ** he has read without a word of error, and after a few years, he can still do so From 1911 to 1921, when von Neumann was a student at the Luxelm Lycée in Budapest, he rose to prominence and was highly regarded by his teachers Under the individual guidance of Mr. Fickert and co-published his first mathematical text**, von Neumann was not yet 18 years old at this time He studied at the University of Zurich from 1921 to 1923 Soon after, he received a doctorate in mathematics from the University of Budapest in 1926 at the age of 22 and from 1927 to 1929, he was a lecturer in mathematics at the University of Berlin and the University of Hamburg. In 1930, he accepted the position of visiting professor at Princeton University, and traveled west to the United States In 1931, he became one of the first tenured professors at Princeton University, when he was not yet 30 years old. In 1933, he transferred to the university's Institute for Advanced Studies, where he became one of the first six professors, where he worked for the rest of his life Von Neumann holds honorary doctorates from Princeton University, the University of Pennsylvania, Harvard University, the University of Istanbul, the University of Maryland, Columbia University, and the Higher Institute of Technology in Munich He is a member of the National Academy of Sciences of the United States, the National Academy of Natural Sciences of Peru, and the National Academy of Forestry of Italy In 1954 he was appointed member of the United States Atomic Energy Commission; From 1951 to 1953, he was president of the American Mathematical Society

In the summer of 1954, von Neumann was found to have cancer and died in Washington on February 8, 1957, at the age of 54

Hua Luogeng (November 12, 1910 - June 12, 1985), Han nationality, a native of Jincheng Town, Jintan, Jiangsu, was a world-famous mathematician, and the founder and pioneer of Chinese analytic number theory, matrix geometry, canonical groups, self-safety function theory and other research. In the world, the mathematical research achievements named after Fahrenheit include "Fahrenheit's theorem", "Huaiyi-Hua's inequality", "Fahrenheit's inequality", "Prouwer-Gadanghua theorem", "Fahrenheit operator", "Hua-Wang method" and so on. He has made remarkable contributions to the development of mathematics in China.

The famous American mathematician Bateman wrote: "Hua Luogeng is the Einstein of China, enough to become an academician of all famous academies in the world." He is listed as one of the 88 great men of mathematics in the world today in the Chicago Museum of Science and Technology.

'A mathematician is a person who has an in-depth knowledge of mathematics and applies what he or she has learned to his or her work, especially to solve mathematical problems. Mathematicians focus on numbers, data, sets, structures, spaces, changes. Mathematicians who specialize in solving problems outside of the realm of pure mathematics are called applied mathematicians, and they apply their special knowledge and expertise to solve many significant problems in the field of science.

Because it focuses on a wide range of problems, theoretical systems, fixed-point structures. Applied mathematicians often study and develop mathematical models.

The answer is -3 from the diagram to see the block: big square + small circle = 3 big circle + small square = 1 big square + small triangle = 6 big triangle + small square = 4

Because big square + small circle = 3 so big square = 3 - small circle.

So 3 - small circle + small triangle = 6 small circle + small triangle = 3 - 6 = - 3 large square Jane branch + small circle + large square + small triangle = 6 + 3 = 92 large square + small circle + small triangle = 9

2 large square + —3 = 9 so large square = 6 gives a small circle = minus 3 because large circle + small square = 1 so small square = 1 - great circle.

1 - big circle + big three = 4 big circle + big three = 1 - 3 = - 3 big circle + small square + big three + small square = 1 + 4 = 5

2 small scaffolding square + big three + big circle = 5

2 small square = 8 small square = 4

So junior = 0

It seems that this question is quite "famous", hehe. Checking the rock for a while, I think 7 and crude liquid 3 make sense, and it is more in line with the back branch rolling scene of the first grade:

7. Explanation of 3.

Lobida, Lagrange, Euler, Chen Jingrun, Zu Chongzhi.