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二十世纪初,数学家希尔伯特(Hilbert)在巴黎发表了著名23个数学难题中,第8个就是哥德巴赫问题。我国数学家王元、陈景润等教授在华罗庚等老教授的指导下,在哥德巴赫问题研究中取得了一个个显赫成果,特别是陈景润教授的成就已是举世闻名。英国数学家哈伯斯坦姆和德国数学家黎希特合著的一本书叫《筛法》的数论专著的十一章的章目是“陈氏定理”。这是1973年陈景润发展的研究的重要成果之一,哥德巴赫猜想并没有根本解决,三十多年过去了,初等数学的思路在“陈氏定理”基础上推出的两个推论供大家讨论。
At the beginning of the 20th century, the mathematician Hilbert published the famous 23 math problems in Paris, and the 8th is the Goldbach issue. Under the guidance of veteran professors such as Hua Luo-geng, our country’s mathematicians Wang Yuan and Chen Jingrun have made remarkable achievements in the study of Goldbach. In particular, Professor Chen Jingrun’s achievements have become world-famous. The book titled “Chen’s Theorem” in the eleventh chapter of the number-theoretic monograph titled “The Sieve” is co-written by the British mathematician Haberstam and the German mathematician Lechter. This is one of the important achievements of the research on the development of Chen Jingrun in 1973. Goldbach’s conjecture has not been fundamentally solved. Thirty years have passed. Two inferences on the basis of Chen’s theorem We discuss.