NOVEL Genius of the Rules-Style System Chapter 193 - 167: Irregular Three-Dimensional Seismic Waveform Diagram_3

Genius of the Rules-Style System

Chapter 193 - 167: Irregular Three-Dimensional Seismic Waveform Diagram_3
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Chapter 193: Chapter 167: Irregular Three-Dimensional Seismic Waveform Diagram_3

"Admitting mistakes is the right thing to do!"

"Humph!"

"You just annoy me!" freёweɓnovel.com

Meanwhile.

Zhao Yi was half embracing Lin Xiaoqing, gazing at the stars together. The serene atmosphere persisted for a quite a while.

The two softly exchanged words.

Lin Xiaoqing started talking about the stress and pressures of studying. She poured out her feelings to Zhao Yi. Her stress was indeed considerable, not that she was trying to compete with anyone. Her grades were just average.

If she only wanted to apply for regular state colleges, it wouldn’t be a challenge. But aiming for top-tier universities was still a struggle, as the smallest hiccup could prevent her from getting accepted.

Zhao Yi was comforting her, "Your grades are fine, don’t worry. As long as your mindset is positive..."

His hand didn’t stop moving.

Upwards.

Further up.

Even higher!

Just when he was about to overstep the boundary, Lin Xiaoqing finally reacted, tightly gripping his hand, stood up abruptly with her face reddening, "Stop! What are you doing!"

"Ha, ha."

Zhao Yi awkwardly chuckled.

Lin Xiaoqing gave him a stern look, walked over and switched on the light. She drew back the curtains, then picked up her textbook and said, "You can’t stay put, so instead of that, solve these problems for me. I still don’t understand two of them."

Zhao Yi gloomily stood up. He realized the fun was over.

What a shame!

A real chance for testing!

It was so close!

Not only was the fun over, there wasn’t even a hint of earning a Study Coin. He still needed three more Flirting Points today!

Zhao Yi explained the problems to her, which took until after eleven o’clock.

Lin Xiaoqing went back home.

Zhao Yi initially didn’t care too much. He glanced at the content of the Riemann Conjecture, intending to continue his research the next day. He was about to sleep after cleaning up when the system suddenly sent a prompt.

[Flirting, Target: Lin Xiaoqing, Study Coin +3.]

"What’s going on?"

"I understand less and less, what is the principle behind this?"

"Or rather, what is this girl thinking?" Zhao Yi couldn’t help but delve into philosophical thinking.

...

In the following few days, Zhao Yi became extremely diligent.

Every day after returning home, he immediately started working, continuing to contemplate and refine the new function he was devising.

Formulating a new function was not simple.

Although he completed most of the work on the first day, like writing a code, it still needs debugging, modifying, and refining. Rome wasn’t built in a day. Similarly, creating a function covered by the solution of the Riemann Conjecture is extremely difficult.

Apart from that, merely covering the function was not enough.

The prime solution of the function must follow a pattern, meaning certain regular points in the function graph should yield prime solutions.

Zhao Yi also aimed to expand the range of prime solutions. That is to say, he wanted to expand upon the Riemann Conjecture and come up with a function that covers more prime solutions.

This was quite a tall order.

Zhao Yi spent a week, dedicating four to five hours every day, even pondering over it during school hours, consuming fifteen Research Coins in the process.

To Xu Chao, Zhao Yi seemed possessed.

Since arriving at Zhengyang, Xu Chao always thought Zhao Yi was of a carefree kind, choosing to take it easy whenever possible, only showing dedication when it came to normal school hours.

Now, he saw how earnest Zhao Yi could be when he put his mind to it, locked in his room every day after returning home, constantly studying something. He had already filled over a hundred pages of draft paper.

The only issue was...

Xu Chao could not understand any of it.

Once again, fetching a piece of draft paper to study its content, he arrived at the same conclusion, "It’s a novel encryption method."

Ten days later.

"Finally, it’s done!"

Zhao Yi stretched lazily, looking at the function formula on the draft paper, feeling relaxed and joyful.

His achievement was, of course, this function formula. It started with the symbol of the extreme value, effectively reshaping ’Euler’s Identity’, although its content was more complex.

But the key was the variables.

The Riemann Conjecture made ’s’ into a complex variable and introduced a symbol into Euler’s Identity, which made the content extremely complicated.

The new function had two variables, ’s’ and ’n’. The interpretation of ’s’ was simply ’s>1’, simplifying the function drastically.

The ’n’ variable was also simple, only being ’0

The new function had more variables, undoubtedly making it more complex than Euler’s Identity. But as there was only one function, analysis was much simpler. The function graph was three-dimensional, showing an overall ’irregular oscillation’.

It had two features: one, an oscillation, like a waveform graph.

Two, irregularity, or you could say, the pattern was undetectable.

It was similar to the arrangement of prime numbers, which might follow a certain pattern, just that people hadn’t found it yet.

Of course.

The new function was not the pattern of prime numbers.

In the analytic graph of the new function, each peak and trough of the waveform, with the basic plane as ’x=1, y=1’, resulted in prime solutions. It covered all the prime solutions of the Riemann Conjecture and even included about one-third more.

The last point was uncertain.

Zhao Yi approximated it to be one-third in his mind, but he was unable to figure out a precise result, even with his special abilities, indicating its complexity surpassed his abilities.

In simple terms, his energy was insufficient.

Since the Riemann Conjecture had not been proven, the new function was also a ’conjecture’. It could be established only if the Riemann Conjecture was correct, effectively expanding and analyzing the Conjecture.

This was quite an achievement.

Previously, most of the analysis regarding the Riemann Conjecture was limited to the function itself, similar to a computer solving a formula. Hardly anything expanded beyond this.

Zhao Yi managed to expand it.

He didn’t need a computer for verification, his abilities allowed him to know that verification within the capacity of a computer was surely correct.

After establishing the new function, he kept working hard for three more days. He arranged all the content regarding the new function and laid out the key steps. ƒгeewёbnovel.com

In the end.

After carefully revising the format of the thesis, he compressed it and uploaded it for submission.

Destination--

"Mathematical Progress".

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