parentshiftbook Chapter 51 has a plot hole.
Chapter 51 has a plot hole.
With a thought, and spending one learning coin, a tree-like structure instantly appeared in Li Ang's mind.
Each node in this tree-like structure is clearly labeled with terms such as: "Apprentice Vision Potion", "Special Effects", "Enhances Magical Perception", and "Very Low Toxicity".
Next to these nodes, information such as 1 hour, 1 day, 1 week, and 1 month is also labeled in a categorized manner.
Li Ang quickly figured out how to use the new skill.
The rate at which humans forget knowledge gradually slows down, and even though Li Ang's intelligence has been increased multiple times, which has also strengthened his memory, this principle still applies.
Before he possesses the conceptual ability of "photographic memory," he needs to review all the knowledge he has already mastered in a timely manner.
Now that he has a knowledge network, he can easily get hints and review the knowledge points according to the hints, thus keeping the knowledge fresh in his memory.
Li Ang is not yet sure how many knowledge points a knowledge network node built with 1 learning coin can hold, but it's always good to use it first.
At the same time, Li Ang also discovered that each small knowledge point had a percentage number next to it.
This number represents the strength of his memory of the knowledge points. The higher the strength, the more time he has to review and deepen his memory.
Overall, this new skill is quite useful.
Li Ang was delighted, as the new skill would greatly help him master scientific and magical knowledge.
Now there's only one other important thing left.
"System, add points!"
After achieving his paper success last time, the system rewarded him with 0.1 attribute points. With the 0.3 attribute points from this math upgrade, Li Ang now has a total of 0.4 freely disposable attributes.
Keeping all these points won't generate interest; he only needs to keep 0.1 to continue as a "blue bottle," and add the rest.
With that in mind, Li Ang added 0.3 attribute points to Intelligence.
A sense of familiarity surged forth, and Li Ang's five senses instantly became much clearer. Although he still needed to go to Aiolia to refresh his magic-related mental and magical attributes before he could use them, it didn't stop Li Ang from calling up the system panel to take stock of his gains.
Name: Li Ang
Mathematics: Level 3 (400/800)
Physics: Level 0 (75/100)
Chemistry: Level 0 (68/100)
[Biology: Level 1 (114/200)]
Informatics: Level 0 (49/100)
【Intelligence: 2.1】
Physical Strength: 1.5
[Learning Coins: 437]
[Attribute points to be assigned: 0.1]
[Experience points to be assigned: 0]
【技能：两界穿梭（1级0%），精神专注（1级0%），知识网络（0级0%）】
With his hands clasped together on the desk, Li Ang stared at the data on the panel, deep in thought.
Undoubtedly, this upgrade to level 3 in mathematics brought him a tremendous improvement in all aspects.
This shows that his line of thinking has always been correct.
Before he can immediately transform subjects like physics and chemistry into "magical" productivity, he doesn't need to spend too much time and energy on them.
The right way is to quickly improve your math level and get all the rewards.
Therefore, I can publish Faltings' theorem as soon as possible.
"Submitting directly to a journal might not get you any attention, after all, this level of mathematical conjecture is a hotbed of amateur scientists... It would be best to present it at a major mathematics conference in Chicago."
"With less than a day left until the time travel, I should probably contact Kayla beforehand to discuss matters related to the math club..."
After quickly reviewing his future plans, Li Ang didn't rest. He went straight downstairs to the phone booth and called Keira Nolan.
"What did you say? Wait a minute, Edmund, keep an eye on things at the meeting for me... Alright, Leon, you said you proved the Model conjecture?"
As a professor in the Department of Mathematics at the University of Chicago, Kayla is very familiar with the history of mathematics.
The Model conjecture is one of the core conjectures in the fields of number theory and algebraic geometry in the 20th century, proposed by the British mathematician Louis Model.
For more than thirty years since the conjecture was proposed, countless mathematicians have tried to challenge and prove it, but without exception, they have all failed.
Sir Markl, who proposed the conjecture, is over seventy years old this year and has a profound influence in the European mathematics community. He has been following the proof process of the conjecture.
If Leon proves Model's conjecture, it will cause a huge uproar in Chicago, the United States, and Europe.
"That's right, Professor Nolan. Do you remember the Shafarevich conjecture I mentioned to you before? This conjecture is one of the stepping stones to realizing the Model conjecture."
"..."
There was a long silence on the other end of the phone before Kayla spoke again, "Where are you now? I want to see your research."
"Professor, I'm at home."
"Address? I'm coming right now."
……
More than ten minutes later, a Cadillac pulled up in front of Li Ang's apartment building.
Soon, Li Ang opened the door and welcomed the professor in.
Without time for pleasantries, Kayla walked to the desk, picked up the manuscript that Li Ang had compiled, and began to read it.
The more she looked, the more her brows furrowed.
Having lived in the mathematics community for so many years, Kayla has seen all sorts of geniuses and has also seen many similar mathematical conjectures and proofs.
That's right.
There is always a group of young scholars in Chicago who hope to challenge difficult mathematical conjectures and take this opportunity to become the brightest stars in the mathematics world.
However, in reality, all of these proofs of the conjectures are rubbish.
The manuscript she's holding now, claimed by her student Li Ang, actually proves the Model conjecture.
It is important to understand that if the Mordell conjecture is proven, it will have a revolutionary impact on the fields of arithmetic geometry and number theory.
It will also provide guidance for the Fermat conjecture, which has existed for three hundred years.
Kayla Nolan found it hard to believe that such an achievement could come from an eighteen-year-old.
Taking a deep breath, Kayla forced herself to calm down.
Even she had to study carefully to understand many aspects of Model's conjecture.
Seeing that Kayla was focused on reading the manuscript, Li Ang didn't say anything, but picked up a math book and started flipping through it.
The room fell silent instantly, with only the occasional rustling of pages turning between the two of them.
Ten minutes passed.
Kayla remained in the same pose as before, but her gaze gradually sharpened and her expression became serious.
"That's amazing."
Kayla murmured to herself.
She could sense Li Ang's love for mathematics and his profound research in various aspects such as "height boundedness" and "properties of homologous classes" from the text.
It is no exaggeration to say that Li Ang's research in these fields has reached a breathtaking level.
The way this proof works is so smooth: it attacks the Model conjecture with the Shafarevich conjecture that has been fully proven.
It was so smooth that Kayla couldn't find a single flaw in it after watching it once.
Is this scientifically sound?
Despite being extremely satisfied with Li Ang's mathematical talent, Kayla still felt there might be a major flaw in the article, but she just couldn't see it.
Should we invite more mathematics professors to conduct a joint review?
No...
We'll have to keep watching.
Before the joint review, she, Keira Nolan, as Li Ang's nominal mentor, had to be clear about every detail in the article.