Famous Quotes
1.
Time is a constant, but for those who are diligent, it is a ‘variable’. People who measure time in minutes have 59 times more time than those who measure time in hours.
——Rybakov
2.
In learning, we must dare to do subtraction, that is, subtract the parts that have been solved by predecessors and see what is still there. What problems have not yet been solved need us to explore and solve them.
——Hua Luogeng
3.
Genius = 1% inspiration + 99% blood and sweat.
——Edison
4.
Use the time to think about what you did during the day, whether it is a 'positive sign' or a 'negative sign' , if it is '+', it means progress; if it is '-', you have to learn lessons and take measures.
——Dimitrov
5.
When Einstein, the greatest scientist in modern times, talked about the secret of success, he wrote down a formula: A=x+y+z. And explained: A represents success, x represents hard work, y represents the correct method, and Z represents less empty words.
——Einstein
6.
In the world of mathematics, what matters is not what we know, but how we know it.
——Pythagoras
7.
A science can only achieve true perfection when it successfully uses mathematics.
——Einstein
8.
The scientific level of a country can be measured by the mathematics it consumes.
——Rao
9.
Mathematics - the unshakable cornerstone of science and a rich source of advancement for human undertakings.
——Barro
10.
The God who rules on Mount Olympus is the eternal number.
——Jacobi
11.
Throw them into ice water and let them learn to swim on their own, or drown. Many students do not try to work on their own until they have mastered everything that others have done that is relevant to their problem. As a result, very few develop the habit of independent work.
——E.T. Bell
12.
If a person has done outstanding mathematical work and wants to attract the attention of the mathematical community, it is really easy. No matter how humble and unknown the person is, he only needs to do one thing: send his explanation of the results to the leading authority.
——Model
13.
Mathematicians usually discover a theorem through intuition; the result is first likely to him, and then He then set out to create a proof.
——Hardy
14.
In addition to learning knowledge, a scholar must also have "tast". This word is not easy to translate. , some are translated as taste and love. If a person wants to achieve great achievements, he must have a very clear "tast".
——Zhenning Yang
15.
In mathematics, it is very important to distinguish what is important and what is not important, and to know what to choose.
——Guangzhong Pingyou
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16.
Mathematics is a deductive science. Set postulates and obtain conclusions through logical reasoning.
——Chen Shengshen
17.
Science requires experiments. But experiments cannot be absolutely accurate. If there is a mathematical theory, it all depends on inference, which is completely correct. This is why science cannot be separated from mathematics. Many basic concepts of science often require mathematical concepts to represent them. Therefore, it is natural that mathematicians can earn a living but cannot win Nobel Prizes.
——Chern Shengshen
18.
There are no Nobel Prizes in mathematics, which is probably a good thing. The Nobel Prize is too high-profile and distracts mathematicians from focusing on their own research.
——Chen Shengshen
19.
We appreciate mathematics, we need mathematics.
——Chen Shengshen
20.
The purpose of a mathematician is to understand mathematics. Historically, mathematics has progressed in two ways: increasing understanding of known materials, and extending the scope.
——Chen Shengshen
21.
Although we are not allowed to see through the secrets of the nature of nature and thus understand the true causes of phenomena, such a situation may still occur : Certain fictional assumptions are sufficient to explain many phenomena.
——Euler
22.
Because the structure of the universe is the most perfect and wise creation of God, therefore, if in the universe Without some law of the greatest or the least, nothing would happen at all.
——Euler
23.
Late sequence numbers are not miraculous, they are tangible, detectable, and numerically deducible.
——Zu Chongzhi
24.
Things are similar to each other, and each has its own purpose. Therefore, although the branches are divided, they have the same origin and origin, just one end. . Furthermore, the principles are analyzed in words and disassembled using diagrams. The common people can also summarize and understand, and they are clear but not obscuring. Those who have read it have thought more than half of it.
——Liu Hui
25.
Imaginary numbers are a wonderful spiritual sustenance for human beings. They seem to be an amphibian between existence and non-existence. .
——Leibniz
26.
Geometry sometimes seems to be ahead of analysis, but in fact, geometry precedes analysis, but Just like a servant walking in front of his master, he is opening the way for his master.
——Sylvester
27.
No question touches one’s emotions as deeply as infinity, and few others Ideas can stimulate the intellect to fruitful thoughts as well as infinity, yet no other concept demands so much elucidation as infinity.
——Hilbert
28.
To invent, you must choose appropriate symbols. To do this, you must use concise meanings. A small number of symbols are used to express and relatively faithfully depict the inner nature of things, thereby minimizing human thinking activities.
——Leibniz
29.
Only by applying mathematics to social science research can the development of civilized society become a controllable reality .
——Whitehead
30.
The turning point in mathematics is Descartes’ variables. With variables, motion enters mathematics; with variables, dialectics enters mathematics; with variables, differential and integral calculus immediately become necessary, and they arise at once, and were roughly introduced by Newton and Leibniz. done on, but not invented by them.
——Einstein