v10 Chapter 1471： Lift the veil of Riemann (1/2)

After a pause, Schultz went on to say: ”They gave me a huge help while exploring Riemann’s conjecture. Without them, I would not stand here with Professor Brook, with Professor Bill Water, and Professor Qin competed together for the Fields Prize in Mathematics.”

”boom……”

After a brief silence, huge applause broke out on the scene.

There were more than 10,000 mathematicians present, and many of them were not the first to attend the award ceremony.

But this is the first time they have seen it. Someone did not show off in the report, but thanked others.

For a time, Schultz's image in their minds rose a lot.

Humble, polite, not arrogant to win, not discouraged to lose...

After a long while, Schultz's academic report finally began.

Like the people who reported on stage before, Schultz also started with a routine.

He first briefly introduced the Riemann Conjecture, the proponent of the Riemann Conjecture, and then briefly introduced the Riemann Conjecture.

Finally put the argument on the reich theory.

”First of all, we still start from the infinite series, the following hypothesis: R(s)>1”:

Sm(s)=(2m∑n-1)1/ns

This infinite series can be decomposed into two sub-series, the even part and the odd part.

Enter m(s)=m∑n=11/(2n-1)s=(1-2)Sm(s)……

Similarly, we can construct an intersection series.

Nm(s)=-2m∑n-1(-1)n/ns= into m(s)-rm(s)……

One line, two lines, three lines...

In the process of writing, Schultz hardly paused. In just over ten minutes, he had written nearly a hundred calculations.

This has almost covered the entire blackboard.