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[1] THE SCHOLAR ADVANCED TECHNOLOGY SYSTEM (END)
Chapter 192: Annual Mathematics!
Translator: Translated Henyee Editor: Translated Henyee
Once inspiration came to Lu Zhou, he could not stop writing. He had even completely forgotten about eating.
Lu Zhou's brain was filled with creative juices, and he was completely motivated as he picked up a pen and started writing on paper.
[
Group G restrictions are provided and | G | \= p11p22 ··· pi, where pi is prime number and \ is positive integer. Let p∈ (G), specify deg (p) \= | { ∈q| (G) ~ p q)
The number of times deg (p) is vertex p. Reset C (G) \= ...
]
...
Time slowly passed, but he did not stop writing.
It feels different from last time.
The last time his inspiration was given. This time, his inspiration was created by himself.
The pen moves quickly on paper.
Without him noticing, he had already written five drafts.
Lu Zhou rubbed his stomach and leaned back in his chair before pulling out his phone.
He was shocked when he looked at that moment.
"F* ck, it's five o'clock!"
He hasn't even eaten his breakfast yet.
Lu Zhou could not take it anymore. He then went to a crowded cafeteria and had dinner. After dinner, he continued to work.
It was six in the afternoon when Shi Shang returned from his class with his meal. When he saw Lu Zhou writing on the table, he asked, “Zhou, what are you doing? Master disciples also have homework? ”
Lu Zhou was at a crucial point, so he did not raise his head as he replied, "Writing a thesis."
Suddenly, Huang Guangming and Liu Rui also returned with their food.
Liu Rui put his backpack on the table and took his homework while Huang Guangming approached Lu Zhou and looked at the paper curiously.
He was screwed when he saw what Lu Zhou had written.
"F* ck, Zhou, I don't understand a single word you wrote."
Out of curiosity, Shi Shang also came.
"Guangming, we are already third grade students, so you should at least be able to understand the symbols ... F * ck, this is group theory ... Sophisticated goods!"
Liu Rui was writing his homework when he twirled his pen and said calmly, "It's not very advanced, I think some fourth-year students took it. But it has nothing to do with our applied mathematics majors ... Well, unless you move on to theoretical physics ... "
Applied mathematics and theoretical physics are similar, so it is not uncommon for people to transfer.
Most people are transferred to the fat physics research budget.
"There's no way I'll move," Huang Guangming said as he shook his head and walked away.
"Of course you can't move, you're not like Lu Zhou," Shi Shang said. He patted Guangming on the shoulder with an expression of defeat.
Lu Zhou, "...?"
...
Over the next few days, Lu Zhou spent all his time in the library, and all night in his dorm.
Sometimes, he had to reply to Professor Frank's email. However, since there is no new data from CERN, it does not need to do too much work.
Lu Zhou was satisfied.
Although others could not understand, he himself was happy.
The second week of September, on a sunny morning, Lu Zhou leaned back in his chair at the library. He glanced at the dozens of papers in front of him and said in relief, "Finally done!"
All it takes is some inspiration to overcome the congestion. After that, he could explore the rest.
He was exhausted but he also had an inexplicable pleasant feeling.
It was not only because he solved other difficult mathematical conjectures, but also because when he was solving these problems, it deepened his understanding of group theory. This gives him a new tool in the math toolbox.
It's more fun than the guess itself.
Hilbert once said that Fermat's Great Theorem is a chicken that can lay golden eggs, Not because the chicken feeds many mathematicians, and also not because the chicken gave many journals the opportunity to publish their sub-par newspapers, but because through it, many new mathematical methods were derived.
Inspired by Fermat's problem, Kummer introduced the concept of ideal numbers and discovered the only decomposition theorem that breaks the number of circular domains into ideal prime factors. This theorem has been promoted today by Dedekind and Kroneeck. It occupies a central position in modern number theory, and its significance has far exceeded the scope of number theory.
Lu Zhou's work at the Princeton conference was the same. His applied topological method solved the main twin conjecture.
The original sieve theory was applied by Mr. Chen, and the number theory community believed that to settle Goldbach's conjecture in the form of "1 + 1", they needed a new method.
It now seems that the sieve method is more useful than they thought.
Even the professor who introduced the sieve theory in 1995 did not expect this.
This is the value of number theory.
While Lu Zhou was solving Polignac's conjecture, he also came up with a unique solution.
He named this method "Group Theory Structure Research Method" or "Group Structure Method" for short.
Using the method of group theory, the infinity problem is studied as a whole. The form "K \= 1" extended to "k is an infinite natural number", which thoroughly proves that "for all natural numbers k, there are infinite pairs of primes (p, p, Proposition p + 2k)".
The conclusion may be one sentence only, but it takes a few whiteboards to prove.
Lu Zhou spent the entire day organizing the evidence on his computer before converting it to PDF format.
As he looked at the finished product on his screen, he nodded in satisfaction.
"It has to be done."
He could still write more about his Group Structure Method.
However, the Group Structure Method is not the focus of his thesis.
So far, Polignac's allegations have been proven.
Although it seemed that the evidence was merely an extension of the alleged evidence of the main twins, but no one knew Lu Zhou knew of the difficulty.
Lu Zhou added a sentence to his thesis.
[... For structural reasons, the theory of Group Structure Methods will be explained in my next thesis.]
Reformat, upload.
Target, Maths Yearly!