The introduction of the world famous mathematicians (1) is more than 2 words each, and I will give you a reward of 5 for his high score.

Weierstrass (German)

Cantor Cantor (a student of Weierstrass, the originator of set theory)

Bernoulli (this is a 17th century family, A mathematician and physicist)

Fatou Fadu (there is a Fatou lemma in the real variable function, which is the key point to be tested in the real variable of Peking University)

Green Green (there are many people with green surnames, who are all awesome anyway)

S.Lie Li (who created the famous Lie group, which is the most important concept in modern mathematical physics)

Euler Euler (who was blind later) But its greatness is rarely compared with it)

Gauss Gauss (some people don't need to explain, Gauss is one)

Sturm Sturm (the Liouvel-Sturm theorem man, whom Mr. Xiang Wuyi highly praises)

Riemann Riemann (I don't know the name, that is to say, I don't know that there are mathematicians in the world)

Neumann Neumann (made) The last all-rounder in mathematical physics in human history)

Caratheodory Kara Theodore (the founder of the outer measure, who was once a nobleman)

Newton Newton (whose name is a cow, it is really a cow)

Jordan Jordan (Jordan standard, the spiritual leader of French mathematics before Poincare)

Laplace Laplace (this man has too many things, Everywhere)

Wiener Wiener (a genius and pervert, and later a professor at MIT)

Thales Thales (a famous ancient Greek philosopher, who has an anecdote about his hoarding and making a fortune)

Maxwell Maxwell (Maxwell equations in electromagnetism)

Riesz Ritz (Riesz representation theorem in functional, In those days, the Hungarian mathematics competition won the first prize.

Fourier Fourier (extremely annoying Fourier transform, he hacked Galois in those days)

Noether Nott (the greatest female mathematician, the mother of abstract algebra)

Kepler Kepler (the person who studies how the planets revolve around the sun)

Kolmogorov Kolmogorov Golov (the super awesome and rotten person of the Soviet Union, I am unruly all my life)

Borel Borel (who has studied both mathematical analysis and real analysis)

Sobolev Sobolev (the famous Sobolev space changed the writing of modern PDE)

Dirchlet Dirichlet (Riemann's teacher, as great as Liao Ruoxing Chen)

Lebesgue Lebesgue (the pioneer of real analysis) His name is often used to modify the term measure)

Leibniz Leibniz (contending with Newton for who invented calculus, and his mark made calculus easy to master)

Abel Abel (genius, there are not many names with adjective forms, and Abelian is one)

Lagrange Lagrange (there are three great men named L in France, he, Laplace, Legendre)

Raman Nuyang (gifted, died of homesickness)

Ljapunov Lyapunov (loves differential equations and dynamical systems, but loves his wife more)

Holder holder inequality (the one in L-p space)

Poisson Poisson (Poisson process in probability, Is also a pure mathematician)

Nikodym pronunciation is difficult to say (with the famous Ladon-Nikodym theorem)

H.Hopf hopf (master of differential geometry, Mr. Chen Shengshen's good friend)

Pythagoras (that is, the discoverer of Pythagorean theorem in the West)

Baire Bell (the famous Baire class)

Haar Hall (there is a Haar measure, once a big red man in G? ttingen)

Fermat Fermat (Fermat's last theorem, the best amateur mathematician, Bragging is awesome)

Kronecker Kroneck (awesome person, persecuting Cantor to the madhouse)

E.Laudau Landau (super-rich mathematician, analytic number theory)

Markov Markov Markov (Markov process)

Wronski Ronsky (there is a Wronski determinant in the differential equation, Used to solve linear equations)

Zermelo Zermelo (an expert in set theory with an axiom system named after him)

Rouche Confucianism (Rouche theorem Rouche function in complex variables)

Taylor Taylor (Taylor has many, The most familiar one is probably the one developed by Taylor)

Urysohn Ourisson (there is a famous Urysohn theorem in topology)

Frechet pronunciation is extremely difficult to say, Frechet space in functional

Picard pickup truck (Picard theorem, big and small, Very unpopular)

Schauder Chaudeur (Schauder fixed point theorem with Schauder basis in functional)

Lipschiz Lipschitz (Lipshciz condition, To study the smoothness of functions)

Liouville Joseph Liouville (using Liouville theorem to prove the basic theorem of algebra should be the fastest method)

Lindelof (proving that pi is transcendental, and the lecture is odd)

de Moivre (multiplication of complex numbers is another theorem, the simple one)

Klein (famous Irish root program, G? ttingen's spiritual leader)

Bessel Bessel (the norm of a thing in Hilbert space has a Bessel theorem in terms of bases)

Euclid (our plane geometry is all his books 2 years ago)

Kummer kummer (one of the most influential people in number theory)

Ascoli Askri (with Ascoli－Arzela theorem). The one that should be uniformly bounded and equicontinuous)

Chebyshev Chebyshev (he proved that there is a prime number between n and 2n)

Banach Barnah (the Polish cow, the father of functional analysis)

Hilbert Hilbert (this is also unnecessary to introduce)

Minkowski Minkowski (a close friend of Hilbert, Einstein's "teacher")

Hamilton Hamilton (the first to discover 4 yuan number, on a bridge)

Poincare Poincare (Shakespeare in mathematics)

Peano piano (there is Peano axiom, which is related to mathematical induction)

Zorn Lemma, Everything that seems obvious is proved by this)

1. wolf prize in mathematics winner, an internationally renowned master of mathematics, Chen Shengshen entered Tsinghua University Research Institute in p>1931 and obtained a master's degree in 1934. He went to Hamburg University to study at Blaschke in 1934. He returned to China as a professor at Southwest Associated University in 1937. He was a researcher at Princeton Institute for Advanced Studies from 1943 to 1945. He went to the United States in early 1949. He was a professor at the University of Chicago. In 196, he became a professor at the University of California, Berkeley, and retired as an honorary professor in 1979. He continued to teach until 1984. From 1981 to 1984, he served as the director of the newly-built Berkeley Institute of Mathematics, and later served as honorary director. Chen Shengshen's main field of work is differential geometry and its related branches. He has also made pioneering contributions in many fields, such as integral geometry, projective differential geometry, minimal submanifolds, network geometry, total curvature and various immersion theories, external differential forms and partial differential equations. Chen Shengshen has many honors, including academician of Academia Sinica (1948), academician of National Academy of Sciences (1961) and National Science Medal (1975). Won the Wolf Award in 1983/1984 and the Lifetime Achievement Award in the Steele Award of the American Science Association in 1983.

2. Hua Luogeng, a great mathematician with international reputation and an important founder of the development of mathematics in New China, was a mathematician with a legendary life experience and dropped out of school at an early age. In 193, he published an article on the solution of algebraic equations in Science. In 1936, he worked as a visiting scholar at Cambridge University in England. He returned to China in 1938 and was hired as a professor at Southwest United University. In 1946, he was invited by Princeton Institute of Advanced Studies to be a researcher and taught at Princeton University. He has been a professor at the University of Illinois since 1948. After returning to China in 195, he successively served as Professor Tsinghua University, director of the Institute of Mathematics of China Academy of Sciences, member and deputy director of the Department of Mathematics and Physics, director and vice president of the Department of Mathematics of China University of Science and Technology, director of the Institute of Applied Mathematics of China Academy of Sciences, vice president of China Academy of Sciences and member of the presidium. He also served as the chairman of chinese mathematical society for many times. In addition, Hua Luogeng was a member of the first, second, third, fourth and fifth sessions of the NPC Standing Committee and vice chairman of the Sixth National Committee of China People's Political Consultative Conference. Hua Luogeng is a mathematician who enjoys a high reputation in the world. His name is listed with a few classic mathematicians in famous museums such as Smithsonian Museum and Chicago Museum of Science and Technology. He was elected as a foreign academician of the American Academy of Sciences, a member of the Third World Academy of Sciences and a member of the Bavarian Academy of Sciences of the Federal Republic of Germany. He was awarded honorary doctorates by Nancy University in France, the Chinese University of Hong Kong and the University of Illinois in the United States. Hua Luogeng has made outstanding contributions in a wide range of mathematical fields, such as analytic number theory, matrix geometry, typical groups, automorphic function theory, multiple complex variable function theory, partial differential equations, high-dimensional numerical integration and so on. Because of Hua Luogeng's great contribution, there are many theorems, lemmas, inequalities, operators and methods named after him. He has published nearly 3 monographs and academic papers. Hua Luogeng also advocated applied mathematics and computer development according to the reality of China and the international trend. He personally went to twenty-seven provinces and cities to popularize and apply mathematical methods for twenty years, and made great contributions to economic construction.

3. Wang Hao, a master of logical mathematics next to Godel, graduated from the Department of Mathematics of Southwest United University in p>1943. Graduated from the Philosophy Department of Tsinghua University Graduate School in 1945. In 1948, he received a doctorate in philosophy from Harvard University. From 195 to 1951, he worked in the Institute of Mathematics of Swiss Federal Institute of Technology, and served as an assistant professor of Harvard University from 1951 to 1953. From 1954 to 1961, he gave the second set of Locke lectures at Oxford University, England, and served as a senior professor of logic and mathematical philosophy. From 1961 to 1967, he was a professor at Harvard University. After 1967, he became a professor at Rockefeller University in the United States and presided over the work of the logic research room. In 1985, he served as honorary professor of Peking University, China. In 1986, he served as honorary professor of Tsinghua University, China. In the early 195s, he was elected as a member of the National Academy of Sciences of the United States, and later as a foreign member of the British Academy of Sciences, a Chinese-American mathematician, logician, computer scientist and philosopher.

4. Lin Jiaqiao, a famous mathematician and mechanic and academician of the American Academy of Sciences, graduated from the Physics Department of Tsinghua University in p>1937. In 1941, he received a master's degree from the University of Toronto, Canada. In 1944, he received his doctorate from California Institute of Technology. Since 1953, he has served as a professor of mathematics, a professor at the Massachusetts Institute of Technology and an emeritus professor. Professor Lin Jiaqiao has won the Timoshenko Award of the American Society of Mechanical Engineers, the Applied Mathematics and Numerical Analysis Award of the National Academy of Sciences, and the american physical society Fluid Mechanics Award. He is a member of the National Academy of Arts and Sciences (1951), the National Academy of Sciences (1962) and the Academia Sinica in Taiwan Province (196). Since the 194s, Professor Lin Jiaqiao's work on the flow stability and theory of turbulence of fluid mechanics has led a whole generation to explore this field. Since 196s, he has entered the research field of astrophysics, and initiated the density wave theory of spiral structure of galaxies, which is internationally recognized. On June 8, 1994, he was elected as the first batch of foreigners of China Academy of Sciences.

5. Ceng Yuanrong, a pioneer in the field of functional analysis in China,

entered Tsinghua University (predecessor of Tsinghua University) in p>1919 and studied in the preparatory department of the United States until July 1927. Because of his excellent academic performance, he studied and studied mathematics at the University of Chicago, Princeton University and Yale University, and obtained his doctorate in 1933. From August 1934 to July 1942, he taught in Tsinghua University (in 1938, he joined Peking University and Nankai University to form Southwest United University in Kunming). In February 195, Professor Sun Guangyuan, director of the Department of Mathematics of National Nanjing University, wrote to hire him to teach at Nanjing University until he retired. He once established the earliest computational mathematics major in China. He has been engaged in functional analysis for a long time and is one of the pioneers in this field in China, and has made outstanding achievements in the field of generalized inverse.

6. Zhao Fangxiong, the earliest scholar who advocated applied mathematics and computational mathematics in China, was admitted to Tsinghua University in Beijing in p>1922. At that time, Tsinghua University was a preparatory school for studying in the United States at public expense, and the competition was fierce. In Jiangsu, only three students were recruited, and he ranked first among many candidates. After graduation, I went to study in the Department of Electrical Engineering of Massachusetts Institute of Technology (MIT). He graduated from the Department of Electrical Engineering in 193, was admitted as a graduate student by the Department of Mathematics of Harvard University, and obtained a master's degree in 1931. In 1933, he was hired to teach in the Department of Mathematics of Tsinghua University. In 1935, he was hired as a professor. Since then, he has been teaching in Tsinghua University and participated in the establishment of the first computational mathematics major in China. Zhao Fangxiong was the vice president of Tsinghua University twice in 1962 and 1978. From 198 to 1984, he was also the newly established head of applied mathematics department, and was employed as a member of the discipline evaluation group of the State Council Academic Degrees Committee. He served as director and honorary director of chinese mathematical society. From 1978 to 1989, he served as the chairman of the first and second computational mathematics societies, the honorary chairman of the third session and the editor-in-chief of Journal of Computational Mathematics. Mathematicians and mathematicians. One of the earliest scholars who advocated and engaged in the teaching and research of applied mathematics and computational mathematics in China. Self-edited the first teaching material of Advanced Calculus for engineering in China. He has made great achievements in finding the roots of equations and applied mathematics research. <