New research achievements have been made in the integral point in a circle, the integral point in a sphere, the Willing problem, the three-dimensional divisor and so on, and his paper "The Minimum Prime Number in arithmetic progression" has reached a new level internationally.
Especially in the study of "Goldbach conjecture", it is recognized as the jewel in the crown of mathematics. His paper on (1+2) simplified proof has caused a sensation in the mathematical circles at home and abroad and won honor for our country.
Chen Jingrun, a teenager, loves math, and her math scores are always among the best in her class. He is not talkative and sociable. He always feels ashamed in front of his neatly dressed and laughing classmates. Only when he is in class and doing his homework does he rank himself in front of dozens of classmates in the class, and only at this time will his classmates look at him with new eyes.
Once in a math class, the teacher told a story: 200 years ago, a German mathematician named Goldbach put forward a conjecture: any even number greater than 2 must be expressed as the sum of two prime numbers. For example, 4=2+2, 6=3+3, 8=3+5, ... Although Gorbachev himself verified many even numbers, they all proved to be true, but he himself could not prove them logically.
He wrote to the famous mathematician Euler for advice. Euler spent many years trying to prove it to his death. Since then, this world problem has attracted thousands of mathematicians, but no one can always overcome it. Therefore, it is called the jewel in the crown of mathematics. After hearing this story, Goldbach's conjecture has been lingering in Chen Jingrun's mind.
He often thinks: Who will get the pearl? China or Europe? China people should have solved this problem. He secretly made up his mind, and from then on he was more eager to learn mathematics, sometimes to the point of being infatuated.
It is precisely because of Chen Jingrun's ambition to climb the peak of science and the spirit of hard study that his boyhood dream finally came true. Like a bright star, he rose to the sky of the kingdom of mathematics.