v2 Chapter 559： Riemann conjecture (1/2)

But now, Qin Luo was a little dumbfounded.

In the center of the crowd, a paper was placed, densely recording the entire process of Riemann's conjecture.

Of course, this paper is not Bonhard Riemann's original, but a later photocopy.

”Qin Luo, hurry up and try.” Deligne stretched out his hand and patted Qin Luo on the shoulder, and said with a smile on his face: ”You kid must do it.”

While speaking, Deligne stuffed the photocopy into Qin Luo's hands.

interesting……

At this moment, Qin Luo only smiled bitterly.

As the client, he really didn't know where Moraline's confidence came from.

There have been countless people who wanted to prove Riemann's conjecture for a hundred years, but they all ended up without a problem. Qin Luo didn't think he could prove it, at least now.

At this moment, Qin Luo sweated finely on his forehead and had a splitting headache.

With his lv6 level, there is a feeling of inability to start.

difficult! This is Qin Luo's first feeling.

Too hard! This is Qin Luo's deeper feeling.

The great **** named Riemann put forward three propositions: Riemann pointed out the number of non-trivial zero points, and is quite sure that they are distributed in a band with a real part greater than 0 but less than 1.

The second proposition: Riemann proposed that all non-trivial zero points are almost all located on a straight line that is not equal to 1/2.

The third proposition: Riemann proposed that it is very possible that all non-trivial zero points are located on the straight line between the real part and 1/2!

Although the second and third issues are not much different, one is almost, and the other is all!

At this point Riemann's conjecture was officially born! It is the third proposition.

As the conjecture became single, the torment of mathematicians also began.