Capítulo 642: Chapter 198: Where is Your Money?

In the afternoon, still in the same venue, still thousands of people seated with no vacancies, and still Qiao Yu on stage.

The first afternoon of the International Mathematicians Conference had two main sixty-minute reports, with Qiao Yu delivering the opening report.

The youngest Fields Medalist, who also solved the world problem of the Riemann Conjecture, apart from being too young and still an undergraduate, had no other issues.

And this didn’t stump the host.

A simple “Dr. Qiao Yu” directly resolved the quandary troubling the journalists. In fact, Princeton had done the same before.

When Frank arrived at the venue, he keenly noticed that many people around him had specifically brought notebooks.

This alone showed how popular Qiao Yu’s Generalized Modal Axiomatic System was in the mathematical community.

Of course, this could also be seen from Danis’s eagerness to collaborate with Qiao Yu.

It was as if without Qiao Yu’s Generalized Modal Axiomatic System, mathematical problems could no longer be pursued. Did these people forget how research was done before this theory was born?

They were all opportunists just looking to jump on the latest trends, likely achieving nothing substantial in a lifetime.

Frank silently scorned these people in his heart. Then when Qiao Yu appeared on the podium, he took out his recorder.

Anyway, he was on a different level than these people. After all, he was the biological father of the young man on the podium…

In the physiological sense, it was an unchangeable fact!

At the same time, Qiao Yu was already seated at the podium, having opened the PPT he had prepared long ago.

The content of today’s report was “The Development of the Generalized Modal Axiomatic System in the Era of the Qiao Yu-Riemann Theorem”.

This was a revised topic. Initially, he only wished to talk about the progress of mathematics in the post-Generalized Modal Axiomatic System era.

But since everyone wanted some content on the Riemann Theorem, Qiao Yu naturally chose to go with the flow.

Alright, to be honest, according to Qiao Yu’s own idea, the most perfect scenario would be to slip away right after receiving the award.

After all, he had already won the Fields Medal, whether or not he gave a report didn’t really matter.

Unfortunately, that wasn’t possible. Even the spoiling Elder Yuan did not support this idea, indicating it was probably unreasonable.

“Honorable teachers and friends, hello: It is a great honor to deliver the opening report at this International Mathematicians Conference. We gather here today to explore the infinite boundaries of mathematics together.

I wish to share with you a topic that deeply affects modern mathematics: ‘The Development of the Generalized Modal Axiomatic System in the Era of the Qiao Yu-Riemann Theorem’.

Today’s report attempts to answer a key question: how, under the inspiration of the Qiao Yu-Riemann Theorem, does the Generalized Modal Axiomatic System lead mathematical theories towards a more universal and profound future…”

…

Although sixty minutes had already made for a top-tier report, frankly speaking, it was still quite difficult to clearly explain such a complex mathematical system.

However, Qiao Yu did not go into much detail.

After all, this topic is vast. In fact, any topic forecasting future developments is vast.

The report quickly reached its conclusion. Qiao Yu also presented to the audience the three subsequent conjectures he proposed in the era of the Qiao Yu-Riemann Theorem.

After the talk, Qiao Yu found that two minutes were left. Before the applause began, Qiao Yu added a segment that hadn’t been mentioned to the Structure Committee before.

Well, anyway, Senior Brother Chen had no interest in the authorship of another paper proving the Riemann Conjecture, so he simply disclosed it.

“In addition, my team and I have actually been considering proving the Riemann Conjecture in two ways. The first method has already been acknowledged by everyone and is well understood.

The second mainly uses a modal energy function to establish an equivalence with the spectral distribution of the Riemann Zeta Function. The modal energy function is essentially a functional measuring the system’s state, and my team is attempting to extend it to the zero structure of the Riemann Zeta Function.

Because this method requires the optimization process of an energy functional, the calculations are more complex, requiring further verifications. But the good news is, Professor Chen Zhuoyang, who is responsible for the verification, has achieved preliminary results.

Specifically, under certain boundary conditions, the second method could retract all off-path zeros through optimization, indirectly proving the Riemann Conjecture. The relevant paper is expected to be officially published within the year.

I believe that after the publication of this paper, it would deepen everyone’s understanding of our Generalized Modal Axiomatic System since its logical chain is clearer, contributing to expanding the influence of the Qiao Yu-Riemann Theorem beyond number theory.

As I mentioned earlier, the beauty of mathematics is that it is always an unfinished journey. Once again, thank you all, and I hope this discussion provides some inspiration for your research.”

Truly, many people in the audience were ready to applaud, only to be dumbfounded by Qiao Yu’s final words.

They had always been using two methods to prove the Riemann Conjecture?

Another method was delayed due to its complexity but would be published this year?

Gosh, they initially set out to prove the Riemann Conjecture in two ways?

To the extent that Chen Zhuoyang in the audience became a rare sight. Honestly, when Qiao Yu said this on stage, even Tian Yanzhen instinctively turned to look in the direction where Chen Zhuoyang was seated.