Super Island Tycoon Chapter 592 591 Academic Report

At this conference, mathematicians will gather together to exchange mathematical problems, showcase their mathematical achievents, and also discuss future trends in mathematics.

Many mathematicians choose to present their latest mathematical papers at the International Mathematics Conference to garner the greatest attention from the mathematical community.

Typically, the International Mathematics Conference invites a group of the most outstanding mathematicians to deliver academic presentations.

This ti, the International Mathematics Conference has invited Jiang Cheng to give the main academic presentation and will also award him the Fields dal.

It can be said that Jiang Cheng is the protagonist of this International Mathematics Conference, and the discussion of his achievents will be the most important topic at the conference.

It is believed that many mathematicians are eager to communicate with Jiang Cheng at the conference and discuss topics related to the Riemann Hypothesis.

Many mathematicians are curious about how Jiang Cheng proved the Riemann Hypothesis.

Because Jiang Cheng used a completely new mathematical thod to ultimately prove the correctness of the Riemann Hypothesis.

This entirely new mathematical thod has never appeared before.

It can be said that Jiang Cheng created a mathematical tool completely different from the past and used this tool to successfully solve a problem that has troubled the mathematical community for over a hundred years.

This mathematical tool is very novel, captivating all mathematicians.

This mathematical tool is the most concerning issue for all mathematicians, so they want Jiang Cheng to talk about the issues related to this new mathematical tool.

Discussing this mathematical issue is certainly most suitable to be placed at the mathematics seminar, so the International Mathematical Union is impatiently eager to have Jiang Cheng attend this International Mathematics Conference.

And now, coincidentally, it is ti for the International Mathematics Conference to be held, and Jiang Cheng can co to receive his Fields dal.

mbers of the International Mathematical Union believe Jiang Cheng will certainly co this ti, although Jiang Cheng usually does not attend such events.

But the Fields dal is such a high honor that Jiang Cheng will definitely co personally to participate.

It turns out their idea was quite right, as they've completely grasped Jiang Cheng's mindset.

Jiang Cheng is genuinely interested in the Fields dal and will surely participate in this International Mathematics Conference.

This highest honor in the field of mathematics is a confirmation for Jiang Cheng, and it is also a significant enhancent to his reputation.

Receiving the Fields dal is imnsely more important for Jiang Cheng now compared to earning billions.

Jiang Cheng is already a person who isn't short on money, but such honorary awards are always welco.

These honorary awards can greatly enhance Jiang Cheng's reputation in the world and help him realize his plans.

Jiang Cheng's current status in academia is already very high, and it is difficult for anyone to question his standing in the mathematical community.

However, Jiang Cheng's current status is entirely earned due to his achievents, appearing sowhat unstable, as it lacks recognition from authoritative awards.

He now needs awards from various fields to help solidify his supre position in the academic world.

This Fields dal cos at the right ti for Jiang Cheng and can greatly improve his influence in academia.

With the achievents Jiang Cheng has obtained, if he gains the support of nurous awards, he can dominate the academic community.

Jiang Cheng wants to beco the academic authority, making the academic community heed his word.

Only then can he manipulate the direction of human civilization's developnt, achieving his intended goals.

In this matter, although Jiang Cheng has already accomplished part of it, he needs so more improvents to truly control the academic world.

And those awards are precisely what Jiang Cheng needs most now; he requires countless honors to support his supre academic status.

The Fields dal is so important to Jiang Cheng, so he is already planning for the trip to Paris.

Jiang Cheng has already arranged for matters after his departure, as Zhang Manlin will naturally organize everything in the company.

Anyway, Jiang Cheng usually pays little attention to company affairs, so his presence does not make much difference.

The main arrangent is related to the technical team's matters; the aerospace technology team has now entered the right track and begun independent research after parting from Jiang Cheng's guidance.

However, they still need Jiang Cheng's guidance in terms of research direction; all the research directions of the technical team have been guided by Jiang Cheng, hence he needs to arrange everything in advance this ti.

In research, sotis a guiding point in the right direction can save endless ti.

After all, there are countless paths to explore in research, but many paths are actually erroneous.

If the correct direction can be found right from the start, the research work becos much simpler.

The research directions Jiang Cheng pointed out for them are all correct paths.

This is why the technical team has achieved such nurous results, all due to Jiang Cheng's guidance in direction.

Otherwise, even if Jiang Cheng's technical team were more powerful, it would be impossible to produce so many aerospace technologies within such a short ti.

Now looking at the achievents of Jiang Cheng's technical team, it has beco the world's most outstanding team.

The technologies they have now produced have already matched the years of accumulation of many old teams and even surpassed those of well-known laboratories.

While Jiang Cheng was arranging work, the Clay Mathematics Institute also awarded the million-dollar prize to Jiang Cheng.

The Riemann Hypothesis is one of the seven Millennium Prize Problems, and solving it entitles one to a prize.

The Clay Mathematics Institute delayed awarding Jiang Cheng the prize mainly because they needed to confirm the accuracy of Jiang Cheng's paper.

It's not that they doubted Jiang Cheng's capability or found flaws in his paper.

The main issue is that too many people previously claid they proved the Riemann Hypothesis, but in the end, all their papers were proven wrong, putting the Clay Mathematics Institute in an awkward situation.

Such blunders have occurred several tis, each attracting significant attention but ultimately resulting in disappointnt.

The Clay Mathematics Institute had to treat this issue seriously and waited to confirm the accuracy of Jiang Cheng's paper before awarding the prize.

The waiting ti earlier was all spent verifying Jiang Cheng's paper by the Clay Mathematics Institute.

Upon hearing that Jiang Cheng proved the Riemann Hypothesis, the Clay Mathematics Institute imdiately organized several mathematicians to study together.