Some beautiful theorems in mathematics have the following characteristics: they are easy to be summarized from facts, but the proofs are extremely profound. Mathematics is the king of science. Gauss?

In the field of mathematics, the art of asking questions is more important than the art of answering questions.

As long as a branch of science can raise a large number of questions, it is full of vitality, and no questions indicate the termination or decline of independent development.

Hilbert?

In the world of mathematics, what matters is not what we know, but how we know it.

Pythagoras?

Only by successfully applying mathematics can a science be truly perfect.

Marx?

The scientific level of a country can be measured by the mathematics it consumes.

-Rao?

Cauchy

(augustin louis cauchy 1789- 1857)

It would be a serious mistake to think that it is only necessary in geometric proof or sensory evidence. Give me five coefficients,

I can draw an elephant; Give me the sixth coefficient and the elephant will wag its tail. Man must be convinced that if he adds a lot to science.

The new terminology enables readers to study the wonderful things in front of them, thus making great progress in science.

Chen shengshen

Mathematics is a deductive knowledge. Starting from a set of postulates and through logical reasoning, we can get a conclusion.

Science needs experiments. But the experiment cannot be absolutely accurate. If there is a mathematical theory, it is completely correct to infer. This science is inseparable from mathematics. Many basic scientific concepts often need mathematical concepts to express. So it is natural for mathematicians to have food, but they can't win the Nobel Prize.

It may be a good thing that there is no Nobel Prize in Mathematics. The Nobel Prize is so compelling that mathematicians can't concentrate on their own research.

We appreciate math, and we need math.

The purpose of a mathematician is to understand mathematics. The progress of mathematics in history is nothing more than two ways: increasing the understanding and popularization of known materials.

Descartes

(rene descartes 1596- 1650)

I think, therefore I am.

I am determined to give up the only abstract geometry. In other words, stop thinking about problems that are only used to practice ideas.

. I did this to study another kind of geometry, that is, geometry aimed at explaining natural phenomena.

Mathematics is the most powerful knowledge tool left by human knowledge activities and the root of some phenomena. Mathematics is immutable, yes.

If it exists objectively, God will use mathematical laws to build the universe.

Euler

(leonhard euler 1707- 1783)

Although we are not allowed to see through the secrets of nature and know the real reason of the phenomenon, this situation may still happen.

Situation: Some fictitious assumptions are enough to explain many modern Shaanxi.

Because the structure of the universe is God's most perfect and wise creation, therefore, if there is no pole in the universe.

Big or small rules, then nothing will happen.

Chungchi Tsu

(429-500)

The number of late orders is not supernatural, tangible and verifiable, and there are several that can be pushed.

Lee Liu

Things push each other, and each has its own reward, so although the branches have the same root, they only have one end. Analyze the reasons with words and disintegrate with pictures.

Shu can also make an appointment and pass without hesitation, while those who browse think it is more than half.

Laplace (Marquis)

(Pierre-Simon Laplace 1749- 1827)

This is the advantage of a well-structured language, and its simplified symbols are usually the source of abstruse theories.

In mathematical science, the main tools for us to find truth are induction and analogy.

Read Euler, read Euler, he is our teacher.

Only by vigorously developing mathematics can a country show its strong national strength.

Understanding a giant's research methods is as important to the progress of science as discovery itself. Scientific research methods

It's often the interesting part.

Leibniz

(gottfried Wilhelm von Leibniz 1646- 17 16)

Imaginary number is a wonderful spiritual sustenance of human beings. It seems to be an amphibian between being and not being.

Things that don't work don't exist.

After considering several things, the whole thing comes down to pure geometry, which is a goal of physics and mechanics.

Silvester)(m also known as Sylvester) (m.)

(james joseph sylvester 18 14- 1897)

Geometry sometimes seems to lead to analysis, but in fact geometry leads to analysis, just like a servant walking in the Lord.

Just like before, open the way for the master.

Maybe I can improperly claim the title of Adam in mathematics, because I believe that the creation of mathematical rationality depends on me.

Naming (already popular) is more than all other mathematicians of the same age combined.

Wilstras

(Karl Weierstrass 18 15- 1897)

A mathematician who has no talent as a poet will never be a complete mathematician.