Some beautiful theorems in mathematics have this characteristic: they are easily summarized from the facts, but the proofs are extremely hidden. What I bring to you below is:

Handwritten newspaper information about mathematics 1: Famous quotes about mathematics

1. Pure mathematics is the real magician’s wand. ——Novales

2. Some beautiful theorems in mathematics have the following characteristics: they are easily summarized from the facts, but the proofs are extremely hidden. ——Gauss

3. Mathematics governs the universe. ——Pythagoras

4. Mathematics is a tool of knowledge and the source of other knowledge tools. All sciences that deal with order and measurement are related to mathematics. ——Descartes

About the picture of the mathematics manuscript:

About the picture of the mathematics manuscript 1

About the picture of the mathematics manuscript 2

About Mathematics Handwritten Newsletter 2: See how the brains of mathematical geniuses work

Researchers generally believe that certain characteristics of children with extraordinary mathematics must be related to heredity, especially such as memory Cognitive characteristics such as ability, mental arithmetic ability, and creative ability. But do you know how the brain of a mathematical genius works? Let’s take a look.

It is generally believed that children with extraordinary mathematical talents are mostly born. Gauss, the greatest mathematician of the 19th century, along with Archimedes and Newton, are known as the three greatest mathematicians in history. Gauss has had extraordinary talent since he was a child. When he was 3 years old, he discovered a calculation error in his father's account book; when he was 9 years old, the teacher asked his classmates to add from 1 to 100, and he immediately said the correct answer: 5050 ;At the age of 11, he discovered the binomial theorem.

Henry Shaffert, who is honored as the "mathematical prodigy" by the American media, can calculate 4-digit arithmetic at the age of six, and can also calculate 9-digit and 10-digit numbers by mental arithmetic. square roots and cube roots; by the age of nine, he could calculate pi; by the age of 11, he had published two almanacs. Because of his strong ability to abstract and concentrate, he eventually became a professor of astronomy at the university.

The Hungarian mathematician Eyedes is regarded as the greatest discrete mathematician in history, and his work in number theory is particularly outstanding. This is an extremely gifted mathematical genius. He was able to solve three-digit multiplication at the age of three, and he understood the concept of negative numbers by himself at the age of four. Known as the "Father of Computers", von Neumann was one of the most outstanding mathematicians of the 20th century. He could mentally calculate eight-digit divisions at the age of 6, mastered calculus at the age of 8, and mastered mathematics at the age of 12. Knowledge of esoteric mathematical fields such as theory and functional analysis.

For ordinary people, mathematics is boring, but for math prodigies, mathematics is the most fascinating intellectual game. In their view, solving math problems, especially difficult math problems, is a great enjoyment. A mathematician described his beloved mathematics this way: "Mathematics is a mysterious palace, a gorgeous maze, where you can have endless fun." Due to their strong interest in mathematics, children with long-term math skills have shown outstanding performance in their studies. Unusual positivity and initiative. It can be said that many of them are interested in mathematics to the point of obsession. It is believed that mathematically gifted children are not taught in a rigid manner.