Weierstrass Weierstrass (German)
Cantor Cantor (a student of Weiestrass, the originator of set theory)
Bernoulli's efforts (this is a family of17th century, specializing in mathematicians and physicists).
Fatou method (there is a Fatou lemma in the real variable function, which is the key point of Peking University real variable)
Green green (there are many people with green surnames, and they are all awesome anyway)
S.Lie Lie (created the famous Lie group, which is the most important concept in modern mathematical physics)
Euler Euler (later blind, but few people can compare with its greatness)
Gauss Gauss (some people don't need to explain, Gauss is one)
Sturm Sturm (the man of Liouvel-Sturm theorem, whom Mr. Xiang Wuyi highly admired)
Riemann Riemann (I don't know the name, that is to say, I don't know that mathematicians exist in the world)
Neumann Neumann (built the first computer, the last all-rounder in mathematics and physics in human history)
Caratheodory Kara Theodore (founder of the outer measure, once a nobleman)
Newton Newton (name with cow, really 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, there is an anecdote about his hoarding and making a fortune)
Maxwell Maxwell (Maxwell equations in electromagnetism)
Riesz Ritz (Riesz representation theorem in functional, the first in Hungarian mathematics competition)
Fourier Fourier (a very annoying Fourier transform, he hacked Galois)
Noether Nott (the greatest female mathematician, the mother of abstract algebra)
Kepler Kepler (person who studies how planets go around the sun)
Kolmogorov Kolmogorov Golov (the Soviet Union's super-awesome rotten person, unruly all his life)
Borel Borel (who has studied mathematical analysis and real analysis and knows this person)
Sobolev Sobolev (the famous Sobolev space, which changed the writing of modern PDE)
Dirchlet Dirichlet (Riemann's teacher, as great as the other Liao Ruoxing Chen)
Lebesgue Lebesgue (the pioneer of practical analysis, whose name is often used to modify the term measure)
Leibniz Leibniz (arguing with Newton about who invented calculus, and his notation made calculus easy to master)
Abel Abel (genius, there are not many names in adjective form, and Abelian is one)
Lagrange Lagrange (there are three great men named L in France, he, Laplace, Legendre)
Ramanujan Ramanuyang (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, also a pure mathematician)
The pronunciation of Nikodym is difficult to say (there is the famous Ladon-Nikodym theorem)
H.Hopf hopf (master of differential geometry, good friend of Mr. Chen Shengshen)
Pythagoras Pythagoras (the discoverer of Pythagorean theorem in the west)
Baire bell (famous Baire class)
Haar Haar (there is a Haar measure, once a celebrity in G? ttingen)
Fermat Fermat (Fermat's last theorem, the best amateur mathematician, boasting a lot)
Kronecker Kroneck (awesome, persecuting Cantor to the madhouse)
E.Laudau Landau (super rich mathematician, analytic number theory)
Markov Markov process
Wronski lonski (there is a Wronski determinant in differential equations, which is used to solve linear equations)
Zermelo Zermelo (an expert in set theory with an axiomatic system named after him)
Rouche Confucianism (Rouche theorem in complex variables Rouche function)
Taylor Taylor (Taylor has many, and 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, Frechet space in functional
Picard pickup truck (big and small Picard theorem, high-spirited, very unpopular)
Schauder Chaudeur (Schauder fixed point theorem with Schauder basis in functional)
Lipschiz Lipschiz (Lipschiz condition, which studies the smoothness of functions)
Joseph Liouville of Liouville (it should be the fastest way to prove the basic theorem of algebra by liouville theorem)
Lindelof Lindelov (proved that pi is a transcendental number, and the lecture is extremely poor)
De Moivre de Mofo (another theorem of multiplication of complex numbers, a very simple one)
Klein Klein (famous Irish root program, spiritual leader of Gottingen)
Bessel Bessel (the norm of a thing in Hilbert space is expressed by a base and there is a Bessel theorem)
Euclid (our plane geometry is all his books 2000 years ago)
Kummer kummer (one of the most influential people in number theory)
Ascoli Askri (with Ascoli－Arzela theorem, the one that is uniformly bounded and equicontinuous)
Chebyshev Chebyshev (who proved that there is a prime number between n and 2n)
Banach Barnach (the polish cow, the father of functional analysis)
Hilbert Hilbert (there is no need to introduce this)
Minkowski Minkowski (Hilbert's best friend, Einstein's "mentor")
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 Zorn (Zorn Lemma, which proves everything that seems obvious)