"The contents I've discussed above encompass the essence of this mathematical tool. If you can fully comprehend it, you'll be able to understand the mathematical significance contained within."
"That's all for today's lecture. If anyone has any questions, feel free to approach privately. I'll be at the venue for the next three days, so I welco anyone to co and engage with ."
Unexpectedly, Jiang Cheng truly embraced the role of a teacher, telling the audience after the lecture to approach him later if they didn't understand sothing.
After Jiang Cheng finished his final sentence, his academic presentation for the day ca to an end.
Once Jiang Cheng completed his talk, the eting room erupted with enthusiastic applause once more.
It seed that this academic presentation was very successful, not only was Jiang Cheng thoroughly enjoying his role as a teacher on stage.
The audience also seed very satisfied, each person looked like they had gained a lot.
Moreover, for Jiang Cheng, today's lecture held a special significance, as his audience consisted of renowned mathematicians, which made him feel even prouder.
Today's academic presentation by Jiang Cheng was truly miraculous, turning those famous mathematicians into students for once.
This was an unprecedented scene and it's likely such a scenario will be hard to co by again.
After Jiang Cheng stepped down from the podium, so mathematicians indeed approached him to ask their questions.
They really took Jiang Cheng's words seriously, imdiately surrounding him with questions, hoping to get his answers.
Soon enough, Jiang Cheng was surrounded by a large group of people, and later arrivals couldn't get close, they could only listen to Jiang Cheng answering questions from afar.
Jiang Cheng was always unique; even participating in an academic lecture turned into this situation.
This academic presentation completely evolved into a classroom setting, and now it was ti for a question and answer session after class.
Jiang Cheng answered many questions and it took a long while before the Q&A session ca to an end.
The mathematicians who surrounded him seed very satisfied, indicating they had all received Jiang Cheng's answers to their questions.
Once the mathematicians concluded their questions, the conference could finally continue. Today, it wasn't just Jiang Cheng who was set to present; several other mathematicians were waiting to take the stage.
However, they were all too enthusiastic just now, continually surrounding Jiang Cheng with questions.
Which is why the subsequent presentations couldn't start smoothly and only now could proceed accordingly.
But those mathematicians waiting didn't have any complaints; they didn't find anything wrong with Jiang Cheng taking so much ti.
In fact, they thought it wasn't a big deal for Jiang Cheng to take a bit more ti.
They themselves hadn't heard enough of Jiang Cheng's lecture and now wished he would talk for a longer period.
When the next mathematician stepped onto the stage, Jiang Cheng found a seat and sat down.
He also wanted to listen to these mathematicians' academic reports to see if he could hear sothing valuable.
The International Mathematicians' Conference continued in this manner, with one mathematician after another presenting their findings.
So also began to make predictions about the future developnt of mathematics, analyzing the direction for future mathematical developnt.
However, these mathematicians did not receive as warm a reception as Jiang Cheng; so exciting academic lectures did get so applause from the audience.
While so less exciting reports were t with rather cold reactions from the audience.
So mathematicians even entered the questioning stage only to be left speechless by the audience's questions, struggling to co down from the stage.
Soon, the first day of the International Mathematicians' Conference ca to a close, with Jiang Cheng's academic presentation undoubtedly being the most striking highlight.
After the conference ended, many mathematicians still gathered to discuss the content Jiang Cheng presented.
However, Jiang Cheng did not join in this discussion, because there was a welco reception tonight where he was the main guest and had to attend.
This reception was a welco event specially held for Jiang Cheng by the International Mathematicians' Conference, aid at welcoming Jiang Cheng formally into the mathematics community, hence such a ceremony was held.
After Jiang Cheng's mathematics presentation, he officially beca a top-tier mathematician, which is why this welco reception took place.
Because of Jiang Cheng's unique status, he received such treatnt; for an ordinary person, even a small celebration with a few people would have been considered fortunate, let alone a welco reception.
Jiang Cheng quickly arrived at the location of the welco reception, which was attended entirely by a group of top scientists.
So were top mathematicians Jiang Cheng saw earlier today at the conference, while others were scholars from other (science) disciplines in Paris.
Although they ca from different scientific fields, they were all exceptionally outstanding.
At the reception, Jiang Cheng t scientists from various fields; all of these scientists were among the most elite in the world.
Many were even Nobel Prize winners, and they were authorities in their respective fields.
However, these authoritative scientists were very amicable towards Jiang Cheng, not showing any superior attitude.
This is because, being authorities themselves, they understood just how remarkable Jiang Cheng's achievents were.
Any single achievent Jiang Cheng presented could rival the lifeti achievents of any of them.
Therefore, they showed much humility and did not dare to put on airs in front of Jiang Cheng.
The welco reception comnced in this harmonious atmosphere, as a group of top scientists chatted while drinking.
The discussions centered around scientific topics, generally about envisioning the future of various scientific fields.
Jiang Cheng was surrounded by many people eager to hear what perspectives he might have.
Jiang Cheng, surrounded by them, was discussing future technological developnt.
"To solve the problem of the Grand Unity Theory, we must engage in research in the microcosm, and research in the microcosm necessitates the construction of a supercollider."
"But given current human capabilities, we cannot construct such large-scale equipnt, the resources on Earth are simply insufficient for human developnt."
"Therefore, humanity's future must lie in space; only by fully exploiting cosmic resources can humanity achieve significant developnt."
Jiang Cheng's statents reflected the views he has persistently upheld, which is why he wants to pursue a space program, to create better research conditions for himself in the future.
User Comments
0 comments from readers