Even though he didn’t care whether his project could be selected, he still needed to have the right attitude.
After all, both his ntor and Elder Yuan were sitting in the front.
At this mont, the atmosphere in the conference room started to beco sowhat peculiar.
There weren’t many gazes resting on the academician from the Mathematics Science Research Institute on the stage, instead, they were involuntarily looking at the sixteen-year-old boy sitting in the back row.
In fact, in this world, it’s inevitable to encounter situations where seniority is emphasized, especially in the academic field.
The fact that a project application submitted by a sixteen-year-old could enter their view is, in so sense, already a miracle.
Even though Qiao Yu has already achieved accomplishnts that many professors have not, his age is indeed quite exceptional.
If Qiao Yu’s ntor wasn’t Tian Yanzhen and had a great relationship with Yuan Zhengxin, this certainly wouldn’t be a project proposal that should be discussed at today’s eting.
So not only does Qiao Yu think that his ntor and Elder Yuan are being hasty, but every expert present at the eting also feels there’s no need for this.
Everyone has selfish motives.
Every year, there are only so many youth base projects available, and many professors are just at the age threshold. If they don’t get it this ti, there might not be another chance.
For a sixteen-year-old kid to co and compete truly seems unreasonable. Even though this concept is indeed valuable, everyone knows that many concepts have value.
For example, all the sub-conjectures of the Langlands Program haven’t been completely proven yet. Moreover, Qiao Yu’s ideas are very novel, and it’s well-known that novel ideas invariably incite debate.
There are debates even about fully proven ideas, let alone sothing that still mostly exists as a re frawork.
And Qiao Yu is soone who doesn’t play by the rules, with a track record to prove it!
Just when the Geotric Langlands Conjecture was about to be recognized, he suddenly found a bug in the proof process and then personally stitched up the bug...
In this process, he directly ousted two professors from their research group, took down their paper, and put his own up. Theoretically, there was nothing flawed about it, but it left people feeling hard to comnt.
A sixteen-year-old genius who’s hard to evaluate and has already made a na for himself in the world - this truly gave the expert panel a headache.
Whether to approve or reject this project proposal was a stress-inducing dilemma.
This is probably why Qiao Yu’s project proposal was dragged to the last. To solve the most difficult problem at the end.
...
"...Regarding the significance, breakthrough, and innovation of the study on the general modal number theory axiomatic system over multiple transcendental spaces, I’ve already introduced enough. Next, let talk about the problems.
First, from the current project proposal report submitted, the definition of the geotric structure of the modal space proposed by Qiao Yu is not sufficiently clear.
This involves two aspects: the physical and geotric anings of the modal paraters are not clear, and the thod of determining the dinsions of the modal space is rather abstract.
Secondly, I haven’t seen a clearer or sufficient mathematical basis for the definition of modal distance in the report. I think we’re still a long way from giving an axiomatic definition of distance.
Third, I noticed there’s an extension in the research goal to handle complex, high-dinsional modal space issues. But as the modal space extends to higher dinsions, the computational complexity and theoretical construction increase exponentially. I haven’t seen any ideas on how to keep it under control.
Fourth... and finally, I’ve carefully reviewed the credentials of the research group’s mbers, and I’ve found that so key mbers lack research experience, making doubtful about their ability to achieve the project’s preset goals.
That’s the end of my review opinions regarding this subject."
Alright, this ti Qiao Yu really listened very attentively.
The academician is indeed competent. Being able to raise six issues in such a short ti at least shows that Academician Zhang Yuanling has seriously reviewed the report he submitted.
So of the issues he can address right now. It’s not that the questions posed by Academician Zhang are lacking, but rather the report’s length constraints, which couldn’t cover everything.
There are also issues he can’t provide a definite answer to at the mont.
For instance, the third issue pertains to the study of high-dinsional aspects, which is a direction for the future.
As things currently stand, tackling the problems in two-dinsional and three-dinsional modal space with this axiomatic frawork is already quite impressive.
As for extending to high-dinsional space and the solutions to theoretical and computational complexity issues, Qiao Yu hasn’t even considered it yet.
Because his purpose for creating this frawork was to solve the Twin Pri Conjecture assigned by his ntor, from Qiao Yu’s perspective, a three-dinsional modal space is sufficient to address this problem.
One dinsion represents the basic sequence of pri numbers; two dinsions describe the gap between pri pairs; three dinsions provide geotric information such as periodicity or local symtry.
Introducing more dinsions would purely increase complexity and the difficulty of proof exponentially, which is entirely unnecessary.
In light of the above reasons, after Academician Zhang finished speaking, Qiao Yu very naturally raised his hand high.
...
For the overwhelming majority, if not ninety-nine percent, of those attending today’s eting, it was very clear how the eting should proceed.
The only exception, as it seems, was Qiao Yu.
For instance, during the ti each expert was presenting about the project proposals, each project representative was present in the audience, but no one was expected to speak; they only recorded the questions raised by the experts.
Because the morning session was just for expert opinions. The specific session requiring a response would occur in the afternoon, after the experts had a preliminary discussion on each project plan.
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