Super God-Level Top Student-Chapter 763 - 291 Review Stage

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Li Jian Gao had always been a serious person.

If he didn't take on the job, it would have been fine, but since he had accepted it, he was determined to do his best within his capabilities.

Therefore, during this period, Li Jian Gao often visited the research institute to discuss the foundational concepts of superspiral algebra and Qiao Ze's proof approach with the professors who specialized in this field.

For the professors and Ph.D. students working at the institute, the most common thought was probably, "Is this even possible?"

...

"Actually, Qiao Algebra does indeed have a component involving number theory research because constructing a Qiao Space requires the mapping of natural numbers, and our study includes the grand unification of mathematics, so we are also working on proofs in this regard."

For example, Qiao Algebra believes that within any mathematical system, there exists a fundamental mapping function M(n), which maps the sequence of natural numbers {n} to a mathematical space with specific structural properties, and this space can reveal the fundamental relationships and properties of the elements within the sequence.

Indeed, for every element in the set of natural numbers, M(n) maps not only its numerical value, but also reflects and distinguishes different mathematical properties. I think the first part of the proof process is an extension of this theorem."

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When Director Li sought advice, the institute's professors were, of course, more than willing to share their knowledge freely and exhaustively.

The confidential materials were provided upon request.

These previous research materials were indeed very useful to Li Jian Gao.

Strictly speaking, to polish a thesis, one only needs to write the article according to the format of a paper.

But because Qiao Ze was his most outstanding student, and being well aware of Qiao Ze's weaknesses, Li Jian Gao had to make the proof process in the paper more comprehensible. The criterion was roughly to make it clear enough for him, a professor who only had a rudimentary understanding of superspiral algebra, to grasp the proof approach.

For instance, the proofs of some preliminary theorems, in Li Jian Gao's view, were necessary to include in the paper.

Without these foundational theorems, both the Helical Qualitative Mapping Theorem and the Periodic Theorem would be without basis. Both reviewers and readers would encounter numerous troubles.

After all, superspiral algebra and transcendental geometry had not been fully developed and popularized.

In this regard, Li Jian Gao, the paper polisher, was undoubtedly competent, even taking on certain tasks that only a journal editor would typically consider.

Clearly, Qiao Ze understood Li Jian Gao well.

Knowing his mentor's diligence, Qiao Ze would certainly make an effort to understand these new mathematical ideas while polishing the paper. Anyway, for a professor researching mathematics, perseverance in study was bound to yield some results.

As for Xu Dajiang, he just hoped that Li Jian Gao would complete the task quickly.

After all, not everyone shared the same goals.

So Xu Dajiang essentially maintained a rhythm of calling once a day to inquire about Li Jian Gao's progress in polishing the paper, which was quite bothersome.

But Li Jian Gao couldn't really say much, after all, Xu Dajiang wasn't acting out of self-interest, and the publication of the paper didn't really have much to do with him as the dean. His association with the paper's honor was modest, at best, and he had already gotten all the credit that was possible to claim.

However, speaking of which, Li Jian Gao did feel embarrassed.

The others had provided all the ideas within half a day, yet his polishing was taking too long, which indeed wasn't justifiable. Thus, he just had to work harder.

Fortunately, the other professors at the Institute for Advanced Study were not strict about sticking to office hours, working overtime every night.

Moreover, everyone pursued Qiao Ze's proof strategy with two hundred percent enthusiasm.

And so, after half a month, after an expansion by Li Jian Gao, a complete thesis of one hundred and thirty-seven pages was finally produced.

The efficiency was already very high.

Many preliminary theorems directly used the institute's previous proof processes, and just organizing Qiao Ze's previous proof manuscripts took nearly a week to sort out the entire context.

This goes to show that being Qiao Ze's assistant was not such a simple matter.

But the completion was still in the Chinese version; translating it into English would be yet another massive project.

Considering the current progress of superspiral algebra, many of the specialized mathematical concepts did not have unified translations yet, and achieving a perfect English version promised to be quite challenging.

However...

"The translation work can be directly handed over to Dou Dou, there's no need to trouble others."

"Can Dou Dou complete it independently?"

"She's been able to for a while now, but if it's a term not included in the professional dictionary, Dou Dou uses the direct transliteration from Chinese pinyin, which is how we've been communicating with other research institutes. It's pretty much the standard practice now."

Li Jian Gao, who hadn't focused much on superspiral algebra and transcendental geometry before, was truly unaware of this and couldn't help but be curious.

"Direct transliteration with pinyin? That really works?"

"Hehe, Director Li, you haven't checked the Institute for Advanced Study in Princeton's official website for quite some time, have you? Haven't they launched a column on Qiao's Algebraic Geometry? There's an introduction with both Chinese and English versions in there. They've also gotten used to the transliterations, and they even have a dedicated page for glossary explanations. I guess the next edition of the professional mathematical dictionary will include these transliterations."

Li Jian Gao was taken aback and then sighed deeply.

No wonder Dean Xu was always in a hurry; he was out of touch with the latest changes in cutting-edge mathematical research.

Just this one accomplishment already made Qiao Ze invincible.

This was something that many mathematicians in Huaxia had not been able to achieve.