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The jewel in the crown refers to the proof of Goldbach's conjecture: that is, any natural number not less than 6 can be expressed as the sum of two prime numbers.

Chen Jingrun proved that any natural number not less than 6 can be expressed in the form of p 1+p2*p3.

Where P 1, P2 and P3 are all prime numbers.

Although it is only one step away, the distance is like a gap, which human beings can't solve so far. Chen Jingrun is the closest person to Goldbach's conjecture.

Answer 2:

In the letter 1742 to Euler on June 7th, Goldbach put forward a proposition that any even number can represent the sum of two prime numbers. 1966, China mathematician Chen Jingrun proved that "any sufficiently large even number is the sum of a prime number and a natural number, and the latter is only the product of two prime numbers" is usually abbreviated as (1+2.

Answer 3:

Goldbach once put forward a proposition that any even number greater than 6 can represent the sum of two odd factors, and any odd number greater than 9 can represent the sum of three odd factors. This proposition is also called the eternal mystery "1+ 1". Chen Jingrun, a young mathematician in China, proved "1+2", and his proof method is called "Chen Theorem". Chen Jingrun himself is also known as "promoting the development of mountainous areas" and even won the title of Flying Arrow. Chen Ming Jingrun won the jewel in the crown of mathematics, which means that he proved Goldbach's conjecture. In fact, there is another sentence before this sentence. Teacher Chen Jingrun once said, "Mathematics is the queen of science, number theory is the jewel in the queen's crown, and Goldbach conjecture is the jewel in the crown".

Answer 4:

Chen Jingrun won the jewel in the crown of mathematics, which means that he cracked Goldbach's conjecture. (Specific content: Goldbach put forward that' any even number can represent the sum of two prime numbers', which is called 1+ 1 for short. He never proved it in his life. Later, Goldbach died with lifelong regret, but left this mathematical problem. Chen Jingrun proved Goldbach's conjecture by mathematical calculation again and again.

Answer 5:

It should be the jewel in the crown of number theory, and it can also be called the jewel in the crown of mathematics. Goldbach conjecture is commonly known as (1+ 1), that is, every even number greater than 4 can be expressed as the sum of two prime numbers. 1966, China and Chen Jingrun proved 1+2, which is the best result for Goldbach's conjecture at present, although it is still far from 65438.