Slowly, slowly, the road to the end of the ABC proof, from a winding and narrow path, gradually became wider and wider, and gradually, under Wu Tong's construction, became the main road leading to the ABC equation.
However, these main roads are just waiting to be screened and selected for merging to form the final battle line!
Time brews fine wine. With her books in hand and her tireless deduction and research, Wu Tong seemed to have entered a special state. The entire real world seemed to have quietly moved away from her in the blink of an eye. She seemed to have entered a special space where the sky and the earth were all jade-white and bright, with a constant temperature, constant time and no change.
The sky around them, which could be considered as walls, was covered with mathematical formulas composed of numbers and symbols.
Logically, Wu Tong should have been panicking after suddenly arriving in this place, so quiet it felt like she was alone. However, this place was different. It gave her a strange sense of belonging and an unprecedented calmness and composure.
Looking up and taking a quick look, Wu Tong understood where she was. This was the deduction space of the Enlightenment Stele. The Enlightenment Stele had been upgraded and restored one item. It was not a complete restoration, but it could be said that under special stimulation, relying on the power reserved in the Enlightenment Stele, a special skill would be unlocked.
At this moment, Wu Tong continued to study the ABC conjecture. Finally, his consciousness was inadvertently pulled here to materialize, and he truly attained enlightenment.
Here, Wu Tong can always be in a highly developed state, without having to worry about the CPU being stuck or time. The Enlightenment Stele reserves its power for Wu Tong, unlocking this special ability. This places Wu Tong in this special thinking space, giving her more time to think. It also allows her to maintain a sharp mind, using the nourishment of inspiration to inspire her talent and allow her to bloom miracle flowers...
When returning, it was anchored by time. No matter how long Wu Tong stayed there, it would send him to the moment of consciousness withdrawal. To the outside world, it was just the time for Wu Tong to take a nap. Wu Tong didn't understand the principle, but it didn't stop him. After knowing that there was no harm, Wu Tong immediately put his full strength into use.
ABC conjecture from all angles, the documents she had read reappeared, looking around, as her mind worked, concrete numbers and symbols flew all over the sky, she shot away the unnecessary ones, and they dispersed immediately, which meant elimination!
Wu Tong suddenly had a childish heart and began to follow the extremely rational inspiration at the moment. In her hands, she eliminated the directions one by one, as if playing whack-a-mole. Unconsciously, the lines left in the sky and on the walls became fewer and fewer...
Wu Tong unknowingly materialized a desk and paper, and began to work non-stop, continuing with her previous deductions, writing in the right direction, and filling in and perfecting her theory of conquering the problem.
The ABC conjecture is interesting because of its connection with many classic problems in number theory. Therefore, the ABC conjecture is not just an isolated problem. Its connection with other classic problems in number theory makes it have far-reaching significance.
For example, if the ABC conjecture holds true, it would provide a new proof method and solution to the infinitely many integer solutions of the Pythagorean theorem. The Pythagorean theorem can be stated as follows: for positive integers a, b, and c, if a^2 + b^2 = c^2, then this set of numbers is called a Pythagorean number. The validity of the ABC conjecture would allow us to further explore the properties and distribution patterns of Pythagorean numbers.
The ABC conjecture is also closely related to mathematical puzzles such as Fermat's Last Theorem. Fermat's Last Theorem is a crucial problem in number theory, stating that for an integer n greater than 2, the equation x^n + y^n = z^n related to x, y, and z has no positive integer solutions. Proving the ABC conjecture could provide new clues and methods for solving Fermat's Last Theorem.
Abandon all unrealistic directions, including now, with the further development of computer technology, many researchers have used existing mathematical tools and computer algorithms to conduct a large number of calculations and verification methods for the ABC conjecture.
Researchers are looking for counterexamples or new patterns by calculating the number of positive integer triplets (a, b, c) that meet the conditions and comparing the relationship between c and (rad(a * b * c))^ε. These calculation results can only provide some important data support for researchers studying the ABC conjecture, but cannot completely resolve the problem.
Truly solving this problem still requires more effort and innovation to resolve this difficult issue. This is precisely the direction Wu Tong excels in. With her pen in her hand, she diligently writes, following the direction she ultimately chooses, broadening it into the final path leading to the correct mountaintop, running forward.
The root of all things ultimately lies in the origin. Since this is a question related to number theory, Wu Tong is attempting to construct new theoretical frameworks and tools from a number-theoretic perspective to advance research on the ABC conjecture. He is investigating the decomposition properties of integers and the distribution patterns of prime numbers, attempting to uncover the mysteries behind the ABC conjecture from a deeper theoretical perspective.
The ABC conjecture is a challenging problem in number theory, involving the relationship between integer decomposition and prime numbers. Its profound theoretical and practical application value make it a highly sought-after topic in mathematical research. Wu Tong has vaguely grasped the clues to a conclusive proof and is constantly building new tools to accelerate its arrival.
Number theory has never been just theoretical knowledge; it has widespread applications in real life. She wasn't just tackling this problem out of sheer grit; rather, she believed that solving it would benefit the world. However, the problem wasn't particularly sensitive, so if China could master it quickly with her help, it would be a step ahead of the rest.
For example, one important application area is cryptography. The RSA algorithm, a popular encryption algorithm, is designed based on number theory principles, leveraging the properties of prime numbers to ensure the security of cryptographic systems. Further research on the ABC conjecture could provide new insights and improvements for practical applications in cryptography and other fields.
Her research cannot be used by anyone who wants to.
When Wu Tong fell silent in his research and faded from the internet and international hot news, international and domestic forums, a large number of mathematics enthusiasts, and mathematicians disguised as enthusiasts, quietly started a thread to probe the topic. As more and more people responded, the discussion became increasingly heated.
[By the way, it seems like half of the year has passed and he still hasn't made any significant progress in math?]
【Talent exhausted?】
[It's time to take a break. It seems like she's the only one who can handle world mathematics?]
[She can't do it, if you can, go ahead, you idiot upstairs, get out!]
[My God is good at creating miracles. Every big move seems to be related to a special day. Will there be another big move on her birthday?]
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