Just as Qiao Yu was trending, many pieces of information that were originally only on the Railway First Middle School’s public account were also posted online by those with intentions.
For example, a mock exam essay by Qiao Yu that was chosen by the teacher as a model essay.
In that essay, Qiao Yu used delicate language to describe how, during the Tomb-Sweeping Festival, he went to the cetery with his mother to pay respects to his father, expressing his deep longing and rembrance for his father, with incredibly sincere emotions.
Indeed, Frank was slightly moved at the ti...of course, there was also anger.
He thought Qiao Xi had deceived Qiao Yu, telling him Frank was already dead, even though that woman knew he was alive, yet she erected a tombstone for him.
Yes, Frank had no idea that the essay included a final section which was too much like an O. Henry twist, and the teacher removed it from the public account for fear of misleading other students...
As a result, when he saw Qiao Yu’s Weibo post stating that his father left when he was very young, he, like other netizens, assud it ant that he was already dead...
See, many tis, information becos incomplete during dissemination, leading to many terrible misunderstandings.
The information online may not be completely false, but the most frightening aspect is that not all of it is true...
...
In Paris, at the Royal Monet Hotel, Qiao Yu and Schulz had a delightful conversation all afternoon.
He posed so questions and received answers from Professor Schulz, covering both the theory of complete spaces and what Schulz is currently working on.
This conversation opened Qiao Yu’s eyes, as he learned a lot of firsthand information about Schulz’s recent research, specifically details about the Liquid Tensor Experint.
Schulz proposed the Liquid Cohomology Theory for this project.
In simple terms, it involves constructing an even more highly abstract frawork using complete spaces, involving many highly abstract algebraic and geotric constructions, making traditional manual verification difficult to guarantee rigorous accuracy.
Therefore, it is necessary to verify the correctness and consistency of these constructions through the Liquid Tensor Experint, using computer-aided formal proof.
This project greatly intrigued Qiao Yu, not only because it was lucrative but also because it showed him many possibilities.
Assisting mathematicians with proving mathematical theorems using artificial intelligence is indeed too abstract.
However, this project, which excited Qiao Yu imnsely, also brought him considerable challenges.
Because mathematicians in this project need to decompose nurous mathematical theorems and propositions in detail, so that computers can understand them, while also ensuring every step in the formalization process is correct...
When explaining how to perform this work to Qiao Yu, the examples Schulz casually ntioned made Qiao Yu realize that his fundantal knowledge of mathematics seed quite lacking...even in the field of Algebraic Geotry where he was most proficient.
The extent of his basic knowledge deficiencies was such that even Schulz could hardly believe it...
"This can’t be, Qiao Yu, this is Bourbaki’s Completeness Theorem, involving the properties of complete objects in Algebraic Geotry, haven’t you encountered it!"
"Uh...I haven’t been reading that much recently, I’ve been selective with my reading...isn’t this theorem unrelated to the embedding and structure of algebraic varieties?"
"Oh my god...so you haven’t systematically studied these, yet you solved the Geotric Langlands Conjecture?"
"I wouldn’t say solved? I just modified it a bit..."
"Phew...Qiao Yu, you are the most peculiar math student I’ve ever t, maybe...alright, you better prepare well for tomorrow’s presentation! Damn it, I’m starting to envy you! Really!"
Really, for the first ti, Qiao Yu couldn’t be sure if the other party was complinting him...
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