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It is no wonder that these people would not miss such a good opportunity to interact with the most outstanding scientist, Jiang Cheng.

Some students from schools even ran over to get Jiang Cheng’s autograph. It seems that Jiang Cheng has quite a number of fans here. After all, Jiang Cheng is so renowned that almost no one in the world hasn’t seen his face.

And Jiang Cheng’s handsome face is so memorable that people can recognize him at a glance.

Thus, Jiang Cheng navigated various people along the way as he slowly made his way to his destination.

After dealing with many groups of people, they finally reached the place where the academic presentation was to be held.

Professor Sulaiman led Jiang Cheng into a conference room, which was the main hall of the International Congress of Mathematicians.

The main academic presentations would be held here, and there were smaller venues where several academic presentations would take place simultaneously.

However, those smaller venues attracted far less attention than here; they were places where young mathematicians showcased themselves.

These smaller venues were generally quite small, with few people attending, far fewer than those who came here to watch.

As soon as Jiang Cheng entered the conference room, he attracted everyone’s attention, instantly becoming the focus of the entire venue.

Seated in this conference room were the world’s top mathematicians, whose purpose today was none other than to hear Jiang Cheng’s academic presentation.

As Jiang Cheng arrived in the conference room, the International Congress of Mathematicians officially began.

First, the rotating chairman of the International Mathematical Union took the stage to deliver the opening speech. This elderly mathematician reviewed the development in the field of mathematics over the last four years and then looked forward to the future.

After the chairman completed the opening speech, the conference moved on to today’s main topic.

Jiang Cheng slowly walked onto the podium, and once stable, he glanced at the audience below, seeing a sea of mathematicians from all over the world.

All their faces conveyed expectations, eagerly anticipating Jiang Cheng’s academic presentation.

Under the scrutinizing gaze of everyone, Jiang Cheng appeared very relaxed, showing no trace of nervousness.

The average person facing such a scenario might struggle to remain composed, yet for Jiang Cheng, to be entirely free of nervousness is quite an achievement.

Jiang Cheng, in such a relaxed state, began his academic presentation.

”Today, I’ll be discussing the issue of the Riemann Hypothesis, which is also the theme of the academic presentation.”

”I believe I don’t need to introduce the Riemann Hypothesis in detail here. Those present must be very familiar with the content related to the Riemann Hypothesis, so I won’t waste your time on this.”

Standing on the podium, Jiang Cheng spoke eloquently with a calm expression, his demeanor full of vitality and immense confidence.

The theme of his academic presentation today was a discussion on the Riemann Hypothesis, a theme specifically requested by the conference organizers.

The Riemann Hypothesis has been the hottest topic in the mathematical community recently, with discussions related to it everywhere.

Hence, the conference organizers invited Jiang Cheng to talk about this topic, sharing the process of his research and the approach and direction of proving the Riemann Hypothesis.

”I believe everyone has already read that paper, the one proving the Riemann Hypothesis.”

”Next, I will briefly talk to everyone about how I proved the Riemann Hypothesis.”

Jiang Cheng slowly began to discuss his paper, introducing the content within.

However, he spoke very concisely, without detailed explanations in many places.

Many steps in the proof process were skipped, and he essentially outlined the framework of the proof process.

It’s normal for Jiang Cheng to introduce things so succinctly; his paper is very complex for most individuals but not challenging for the mathematicians present.

These mathematicians only need Jiang Cheng to mention it briefly to understand his thought process.

Furthermore, most of them have read Jiang Cheng’s paper and have a certain understanding of what he is explaining.

This is the benefit of speaking to smart people; without needing to clarify fully, they can grasp your meaning.

Speaking with intelligent people never requires much effort, which is why Jiang Cheng enjoys conversing with them.

He doesn’t need to expound much to convey his ideas effectively.

The mathematicians present are arguably the smartest in the world, so Jiang Cheng doesn’t need to exert much effort explaining.

This is why Jiang Cheng spoke so concisely without worrying about the audience understanding what he said.

If Jiang Cheng’s academic presentation was attended by others, they likely wouldn’t comprehend his words, feeling as if they were listening to an esoteric scripture.

”All the content of the paper is above; from this, we can conclude that the Riemann Hypothesis is mathematically completely valid, hence the Riemann Hypothesis has been proven.”

Soon, Jiang Cheng finished speaking about his paper and introduced his approach to proving the Riemann Hypothesis.

Once Jiang Cheng vaguely completed his proof process, the room suddenly broke into enthusiastic applause.

The mathematicians sitting below clapped vigorously, offering Jiang Cheng the loudest applause.

This applause was a confirmation of Jiang Cheng’s achievements and the mathematicians’ highest regard for him.

The Riemann Hypothesis has troubled the entire mathematical community for a full one hundred and fifty years.

During these one hundred and fifty years, countless mathematicians dedicated their youth and sweat to proving the Riemann Hypothesis.

Unfortunately, none of them managed to reach the final destination and successfully prove the Riemann Hypothesis.

The Riemann Hypothesis is like a veiled maiden, alluring yet shrouded in mystery.

After Fermat’s Last Theorem was proven, the Riemann Hypothesis became the most crucial problem in mathematics.

Solving it successfully would usher in a leap in mathematical development.

Unfortunately, so many years have passed, and still, no one has managed to prove it.

This issue even led the Clay Mathematics Institute to offer a prize of one million US Dollars, intending to draw more mathematicians’ attention to this problem.

The hope of the entire mathematical community for someone to solve this problem is evident, a global expectation of the mathematical community.

Finally, today, someone solved this difficult problem, fulfilling the most anticipated desire of countless mathematicians.