This also ans that regardless of modal distance, modal convolution, modal density, or other useful tools under the generalized modal axioms, they can all be applied to the Riemann Conjecture.
To make a sowhat inappropriate taphor, to a mathematician, it’s like he’s tied up his moonlit crush, who’s been a secret love for years, in an uninhabited castle within ten kiloters.
Theoretically, all the tools in the castle can be used on the moonlit crush.
Alright, this taphor is indeed inappropriate. Especially when it cos out of Qiao Yu’s mouth, it even shocked Qiao Xi...
"Why would you use such a taphor? What are you thinking in your head? Are you secretly in love with so girl I don’t know about?"
"I really admire you! Everyone else would just focus on how impressive it is for to achieve this, but you’re fixated on the taphor I casually ntioned! I already told you, it’s a taphor!"
Qiao Yu complained casually.
"But your taphor makes you seem psychologically unhealthy. You should know psychological health is more important than physical health. I suggest you go to the school’s Psychological Developnt Guidance Center to have a check-up. Do you want to make an appointnt for you?"
Qiao Xi said seriously.
Qiao Yu was stunned for a mont and asked, "Are you serious?"
"What else! If you ever stray onto the wrong path, the greater your ability, the more damage you can cause."
"Alright, I just thought of a plot from an Arican drama..."
"Stop watching those abnormal violent foreign films from now on! Especially those about psychological abnormalities, like Hannibal. Don’t watch them again!"
"Got it, I promise I won’t watch them anymore!" Qiao Yu responded readily.
The generation gap is just like this... Qiao Yu consoled himself. It’s quite normal for a woman in her thirties to worry unnecessarily.
As for not being able to watch this or that, it’s actually quite easy to solve. He just needs to move back to Yanbei from Huaqing. As long as they don’t live together, he can watch whatever he wants.
Since childhood, Qiao Yu understood one thing: as long as you do sothing bad flawlessly, it’s as if you haven’t done anything bad.
It’s just that making anything flawless is quite difficult.
"So are you planning to return to Yanbei?"
"Yeah! I’ll head back later. I don’t feel like writing my paper here. It’s as if I’m divinely inspired when writing papers in my small room!"
"Oh, then hurry back. It’ll save from having to bring you dinner tonight. Do you need help packing?"
"No need! I’ll pack myself."
"By the way, don’t forget to take your dicine when you go back. The doctor said you must finish a course even if you feel better, and consolidate for a few more days!"
"Got it!"
...
At the sa ti, while Qiao Yu was thinking of writing his first paper, Lu Yanxiang, an academician at the Huaxia Science Academy Mathematics and System Science Research Institute, was reviewing the project proposal he submitted.
There aren’t many people studying the Riemann Conjecture in the dostic mathematics field. Among them, an outstanding figure was Academician Wang back in the day. Unfortunately, after Academician Wang passed away, there was a generational gap.
However, Academician Wang’s student, Zhang Shuwen, is also one of the internationally renowned mathematicians, having achieved many significant results in the fields of Algebraic Geotry and Number Theory.
Of course, it’s not to say no one in Huaxia is researching the Riemann Conjecture, but most papers are published in so less reputable journals.
With so effort, you’ll discover many have proposed various new thods to solve all sorts of global challenges.
Yet, none have stirred the academic world.
Truthfully, just by utilizing search engines, you’ll find that within the Huaxia internet, the so-called millennium problems have long been "solved."
It’s just that the solutions are sowhat hard to support.
For instance, using Tai Chi philosophy to solve the N-S equations’ smoothness and existence problems, or breaking through differences between quantum mass and classical chanical mass to conveniently solve the Yang-Mills theory’s mass gap hypothesis...
In short, with enough courage and confidence, there’s no problem in this world that can’t be proven.
As for why the rest of the world doesn’t acknowledge it? Obviously, those academic elites holding resources are just jealous.
At the mont, Lu Yanxiang’s mood was not at all jealous, just helpless.
He believed if anyone else had submitted the application, just based on its title, it would be directly rejected.
Well actually, it might not be directly rejected. After all, it was submitted by Elder Yuan, and out of respect for the senior mathematicians, it would certainly go through the process.
But proving the Riemann Conjecture... even going through the process felt hard for Lu Yanxiang to evaluate. It seed as if the Yuan Tian lineage was either creating infighting or making things difficult for others.
The last ti Qiao Yu’s project proposal wasn’t approved, Zhang Yuanling was laughed at for a long ti. Everyone thought this year when Qiao Yu applied again, it would definitely be related to the Generalized Modal Axiomatic System.
That would be simple, just approve it directly.
After all, the Generalized Modal Axiomatic System has sparked a wave of research across the global mathematics community, becoming one of the most cutting-edge research directions.
But who would’ve thought, Qiao Yu turned around and wanted to tackle the Riemann Conjecture!
It’s one thing to tackle the Riemann Conjecture, but why set such a massive scope for the topic? If it were so smaller propositions surrounding it, he could’ve just passed it reluctantly.
But starting with the complete proof of the Riemann Conjecture, how on earth is he supposed to evaluate that?
The project is indeed a good one!
A hundred-year-old problem, unknown to no one in the mathematics world. Solving it could even lead to directly applying for a national major project, no problem at all.
The key is, who knows when this proposition will ever be solved? After all, the projects funded by grants have ti requirents, and they also need to be publicized!
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