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Reveal what kind of person Gauss, a famous German mathematician, is.
Gauss was born in a poor family in Germany. His parents are from humble origins, so they have no formal education. His father is only content with the status quo. He hopes that when Gauss grows up, he can simply support his family and be strict with him. Although mother is an uneducated housewife, she has a long-term vision. She saw the child's talent and respected his interest. She hoped that he would not become an ignorant man.

Gaussian image

With the support of his mother, his talents have been fully developed and attracted the attention of some people, such as his uncle, teacher, Duke of Germany and many later professors and scientists. These people have given Gauss great help in different stages of his life, and his research road may be smoother. As his first teacher, his uncle often uses his energy to develop Gauss's intelligence in some aspects, and he will also persuade Gauss's father to pay attention to cultivating children's rare talent.

Gauss was able to correct his father's mistakes when he was three years old. At the age of ten, he invented today's Gauss formula in math class. After that, he began to discuss mathematics problems with his teachers and gradually entered the research field. 1 1 years old, entered a liberal arts school with excellent results, was praised by the teacher and was recommended to the duke. The duke supported his research and even helped him pay all the living expenses until the talented duke died.

With the support of the Duke, Gauss had no worries. He devoted all his energy to his research. In mathematics, he put forward the geometric construction criteria of regular polygons with a given number of sides, as well as algebraic operation, the development of Euclidean geometry, extreme principle, functions and so on. In astronomy, Gauss also successfully studied the motions of planets and celestial bodies. He also used mathematics to make geographical survey more accurate.

What kind of person is Gauss?

What kind of person is Gauss? There are many answers to this question. In life, the famous mathematician Gauss is a stubborn person. This is what his close relatives and friends said before his death. Because when Gauss was in his forties, his sworn wife died, and his sudden death brought a great blow to Gauss. However, Gauss stubbornly refused to reveal his inner pain to anyone. It was not until people sorted out Gauss's manuscript after his death that they discovered how depressed this famous genius scientist was.

Statue of mathematician gauss

At the same time, Gauss was also a mathematical genius since childhood. When Gauss was very young, he could solve the problems that only college students could solve at that time. When he was three years old, he could accurately calculate the wages that should be paid to workers. At that time, when Gauss told the adults his results, the adults still expressed disbelief, but after recalculation, he found that Gauss's conclusion was correct.

Gauss is also an indomitable person. Many scientists tried to explore the mystery between Jupiter and Mars from the beginning, but all failed without exception. Once Gauss decided to explore this field, he spent decades of efforts. Finally, Gauss successfully detected the orbits of two asteroids. This conclusion was proved to be correct by later generations.

Gauss's life experience

Gauss, a famous mathematician, was born in the lowest carpenter family in Germany. His father wants to train Gauss to be a gardener or a white-collar worker. However, Gauss showed extraordinary mathematical talent since he was a child, and his uncle had high hopes for it. It is his uncle and some good people in society who support Gauss to finish his college studies smoothly. Only after that did he begin to make his mark in the field of mathematics. Gauss's life experience will also highlight this experience when he was young.

Gauss portrait

When Dr. Gauss graduated, he also discovered the famous basic theorem of algebra. He believes that any unary algebraic equation has roots. This paper shocked the whole world. After Gauss died, many mathematicians proved the truth of the basic theorem of algebra. Gauss was also the first mathematician in the world to discover this theorem. This is also the most brilliant part of Gauss's life experience.

In middle age, Gauss independently discovered the trajectories of Ceres and Sagittarius. At that time, Gauss created a new method, which only needed three observations to predict the orbits of all planets. This method was later written by Gauss into his magnum opus "On the Operation of Celestial Bodies". It is also considered by astronomers to be the simplest and most scientific method for measuring planetary orbits.

What has Gauss achieved?

Many experts have different views on Gauss's achievements, because Gauss covered more than ten fields in his life, especially physics and mathematics. Gauss discovered the prime number distribution theorem and the least square method at the age of 18. Gauss, who was not married at that time, created a set of measurement data processing methods. According to this new method, he got a probability measurement result and plotted it as a curve. This curve function distribution is later called Gaussian distribution, also called standard normal distribution.

Gaussian image

When Gauss was less than 20 years old, he drew a positive 17 polygon with a ruler and an uncalibrated compass. Gauss drew a positive 17 polygon with a piece of paper, a pen and a ruler instead of other tools. More than 2000 years ago, he drew this picture according to Euclid's theory and the calculation method of ancient Greece. Gauss also successfully predicted the asteroid orbit between Jupiter and Mars. He created a new measurement method, and only three observations were needed to get the result. According to the measurement method, he found the orbits of Ceres and Astro Boy.

In fact, there is another answer to the question of what Gauss has achieved. He wrote two books in his life, one is number theory, which is an important basis for the further development of number theory, and the other is the theory of heaven. In this book, he explained in detail how he found the path of asteroid movement, which made great contributions to astronomy.