Super God-Level Top Student

"I haven't decided yet, in fact, I have already decided to reject this year's Crafoord Prize, and I also don't want to be too involved in discussions about this topic. Perhaps my task should be to quietly continue my research."

Camille Dubois tactfully refused.

It is clear to all that the design of the Qiaoze Natural Science Award is aimed to rival the Nobel Prize.

Whether the credibility of the Qiaoze Natural Science Award can surpass that of the Nobel Prize remains to be seen, but at the inception of this award, especially when many big names felt indifferent about its rules, it really wasn't necessary to get involved.

Even though the Nobel Prize does not have a category for mathematics.

"That's too bad, Ms. Dubois. You know, the Qiao's Algebraic Geometry my father developed has significant guiding relevance for partial differential equations. I believe you wouldn't dispute this point. According to the rules I have set, if you are willing to be a candidate, I can share some academic materials with you that were never published before.

These include my father's research manuscripts on the Riemann hypothesis, the Hodge conjecture, and the Navier-Stokes equations. You might not know, but lately my father has been focusing his main efforts on completing descriptions of mathematical structures in the microscopic world; however, he still makes effective use of leisure time, pondering over some mathematical concepts that have perplexed many for a long time.

Just like previously, he provided a proof for the Goldbach conjecture during his leisure time. Oh, and a while back, my father also specifically thought about how to use Qiao's Algebraic Geometry to solve a part of the Navier-Stokes equations.

You have also studied Qiao Algebra, so you should know that this algebraic system is based on a highly advanced principle of symmetry, which provides a possibility to reveal the behavior patterns of fluid particles under extreme conditions.

Additionally, transcendental geometry provides a framework for dealing with complex spatial problems in fluid dynamics. Because transcendental geometry includes not only the features of traditional Euclidean and Non-Euclidean geometries but also integrates concepts of multi-dimensional spaces and curved spacetimes.

My father's idea is to see the fluid as quantum fluctuations flowing in multi-dimensional curved spacetime, where the boundary conditions and initial conditions are encoded through Qiao Algebra. This method allows the analysis of fluid dynamics problems to break free from the constraints of three-dimensional space and classical physics, entering a broader computational and theoretical domain.

In fact, my father has already transformed the Navier-Stokes equations into a new superspiral dynamics equation. Since this problem hasn't been completely resolved, these manuscripts have been archived. You know, reflecting on these tough problems is mainly used by my father for relaxing his mind, and who knows when he will think about this issue again.

So, he really doesn't mind sharing these preliminary research results with other mathematicians. But whom to share with is a question. I'm sure you know, many people hope to collaborate with my father, to discuss. Not long ago, Edward Witten forcibly stayed in my father's office for two weeks.

But most scientists don't have that opportunity. Because the things my father researches are too high-end. He isn't sure if others can provide him with the sufficient help. So, this opportunity is really rare, are you sure you want to give up on it now?"

The slightly wheedling counter-question in the phone caught her somewhat off guard.

She knew about the gap between herself and Qiaoze, and perhaps that gap was quite significant.

But she really had never thought, nor could believe, that the gap between them could be so vast.

She has been one of the leading scientists studying the Navier-Stokes equations for over a decade.

But now it sounds like the results Qiaoze occasionally came up with while resting his brain might be deeper?

She had never heard before that Qiaoze researched into PDEs!

To know that using a new mathematical method to solve a challenging problem in a certain field isn't just about mastering a new method, it also requires a deep understanding of the subject matter itself.

In other words, if one doesn't know enough about partial differential equations or the Navier-Stokes equations, even if Qiaoze had invented superspiral algebra and transcendental geometry, he couldn't possibly use these new mathematical tools to explore these mathematical challenges.

Otherwise, those prodigiously talented mathematicians would have already swept through the mathematical world.

The work Camille Dubois is doing involves pondering whether it's possible to use Qiao's Algebraic Geometry to solve this world-challenging problem that has troubled the world for nearly a century, especially hoping to find a general solution to the three-dimensional Navier-Stokes equations.

She's still in the learning phase, and already they've made the transformation formulas?

Really, Camille Dubois finds it hard to believe this is true.

And that allure made it feel like the person on the other end of the line was a devil who could see through her heart.

"Can you show me some evidence first?"

"No problem, here, open your email, I can send you the transformed high-dimensional superspiral dynamics equations derived by my father through the Navier-Stokes equations. Hmm, in the form of images, you wouldn't mind that, right?"

"Of course."

"I've sent them to you!"

Upon hearing this, Camille Dubois almost dashed to her desk to open her computer, and indeed, she had just received a new email, and upon opening it, there was a manuscript image.

Camille Dubois stared at the image for a long time, the thing that struck her most was the obviously attainable, yet extremely glaring point in the middle.