Many people don't know how exciting this conjecture is. To put it simply, if Landau-Siegel conjecture subverts Riemann conjecture, modern mathematics classes may all be overthrown and started again. Mathematics class covers a wide range. Riemann conjecture is one of the seven conjectures in physics and has been applied to many mathematical problems in the world. If Riemann conjecture is defeated, the world mathematical problems solved by Riemann conjecture at this stage will also be defeated, which will be an earth-shaking change for all physics circles.
This exciting news immediately made many people eager to try, and many people were waiting for Zhang to officially release the relevant written materials. At this stage, Zhang only verbally indicated that the Landau-Siegel conjecture was realized. Landau-Siegel conjecture is just some types of Riemann conjecture. If recognized, Riemann conjecture will be proved to be incorrect.
Landau-Siegel conjecture is actually a zero conjecture, the essence of which is to verify whether Dirichlet L series function formula has zero in the traditional (Zeta function formula) zero free zone. Riemann conjecture holds that all nontrivial zeros of zeta function lie on parallel lines with real part 1/2, and there is an abnormal zero.
The whole process of Riemann conjecture is very difficult, and Landau-Siegel conjecture is more difficult or more difficult to deal with than Riemann conjecture. According to the information of Zhang's previous lectures, I know that his discussion on Landau-Siegel conjecture has a long history, and I feel that the generalized Riemann conjecture is the standard to be filled by Landau-Siegel conjecture. Zhang Zeng, a gifted scholar in Peking University, "created" Landau-Siegel conjecture, which is just a type of Riemann conjecture.