Riemann conjecture? Also known as? China? 、? Riemann type? It is a non-Euclidean geometry proof method developed on the basis of Riemann fixed point theorem. As early as the 1970 s, by Walter? s？ Pascal and Helen? Keller found it. This conjecture is not only an important cornerstone of modern mathematics, but also a concentrated expression of the in-depth research results of many major mathematicians in the world. ? Riemann conjecture? It is also one of the difficult problems that all mathematicians have been trying to solve. However, before this, this concept has never been really put forward in the history of mathematics. With the previous success, people think that Riemann conjecture has been completely solved. It was not until the end of last century that mathematicians realized that, to a large extent, the so-called? Zhang theorem? But here? Number theory world? There is only one small proof in my memory.

Zhang has been trying to prove a basic theory in algebraic geometry? Riemann fixed point theorem? , but there is still no conclusion. 20 17 A paper entitled "Algebraic Geometry of Infinite Pieces in Mathematics from One Prime Number to Another Prime Number" was pushed to the forefront. This paper mainly introduces the basic ideas and methods used in this paper: First, the Riemann fixed point theorem composed of each prime number and a vector is constructed. Then, based on the finite difference method, a zero value form of Riemann fixed point theorem is found, and the two parts form a new set of orthogonal points. Then this zero value form can be proved; If each number is aligned, it can be proved that there is a new orthogonal point.

Riemann conjecture is an important branch of modern mathematics, which is closely related to modern cryptography, because mathematics is a discipline? Immortal art? All right. If it can be proved, it will undoubtedly have a great impact on the mathematics community. First of all, in the field of mathematics, it can directly promote the research and development of many related fields, especially cryptography. Many questions related to cryptography can be answered by Riemann conjecture.

Secondly, it has great guiding significance and research value for related mathematical problems. For example, we all know the importance of Riemann conjecture in cryptography. If Riemann conjecture is proved to be closely related to cryptography, it will directly promote the development of cryptography in the field of mathematics. Therefore, it is very important for mathematicians to prove Lini fixed point theorem.