Huang Zhong produced a docunt.
Ruan Wenye took it and flipped it open, only to see a whole bunch of, hair-raisingly complicated expressions. He blankly lifted his head, "What is this? So kind of divine script?"
"Work has arrived."
Huang Zhong said with a smile, "Next, we all have to figure out exactly what this is talking about."
"Don’t worry, though, there are lots of manuscripts for reference. They include the derivation and verification processes." As he spoke, he patted the docunts on the table. Each folder contained a stack of papers, each sheet filled with writing.
Ruan Wenye was dumbstruck for quite so ti, clutching his own hair forcefully, and said with a wry smile, "By the ti I understand all of this, I’m sure I’ll be completely white-haired."
"I already am."
Huang Zhong said with a bitter face.
Scientific research, especially the kind that is very taxing on the brain, indeed has a detrintal effect on hair. So people lose their hair early, resulting in a standard ’diterranean’ balding pattern, while others turn white-haired early.
Since joining the theoretical group, Huang Zhong’s hair had been whitening at an accelerated rate; by now, about half of it was white.
Ruan Wenye had also developed quite a few white hairs.
Zhang Qican, on the other hand, was slightly better off, but his hair loss had accelerated, and it had beco much thinner.
The three looked at each other and could only offer a wry smile.
What puzzled them was the quality of Zhao Yi’s hair, which seed completely unaffected, as if he was immune to the effects. Was it because he was young?
...
The theoretical group felt the difficulty of their work. Just understanding the work completed by Zhao Yi was already no easy task.
Elsewhere.
Zhao Yi felt much more relaxed. He had spent a few comfortable days and even had ti to give a public lecture on particle physics, fulfilling so of his responsibilities as a professor in the School of Sciences.
At the sa ti.
Yanhua University beca lively.
This ti it was the proof of the Riemann Conjecture, which even included Edward Witten, making it different from the previous Goldbach Conjecture scenario.
With ample preparation ti, a surefire multitude of mathematicians would attend.
Yanhua University didn’t even need to send out invitations; a whole host of top mathematicians arrived to hear the report on the Riemann Conjecture.
If it were any other mathematician, no matter how famous, announcing a proof of the Riemann Conjecture wouldn’t attract much attention. The main reason being the difficulty of the Riemann Conjecture; over the past several decades, several top mathematicians had declared they proved it, only to end in failure.
They themselves didn’t know their proof was incorrect, but due to the complexity of the process, it was easy to make small errors.
Zhao Yi was different.
Zhao Yi had solved several top-tier mathematical conjectures, including the Goldbach Conjecture, Fermat’s Last Theorem, and the Collatz Conjecture. He had also resolved the NP problem, in addition to creating the three-dinsional tremor waveform and his contributions to the twin pri conjecture. He had beco the undisputed number one mathematician.
Many believed Zhao Yi had surpassed all historical mathematicians.
Zhao Yi’s fa was significant enough that his public announcent of proving the Riemann Conjecture naturally carried weight, and with Edward Witten in the mix, the persuasiveness was even stronger.
It was well known, Edward Witten was an expert in string theory, but his talent and capability in mathematics were globally recognized.
Other mathematicians focused solely on math and achieved the Fields dal with their results.
Edward Witten was different. He researched string theory and won the Fields dal with his incidental mathematical contributions.
That was the difference.
Now, with the Riemann Conjecture, it was the sa. Zhao Yi and Edward Witten were studying string theory and incidentally proved the Riemann Conjecture.
This followed the consistent pattern of Edward Witten.
Zhao Yi, Edward Witten.
The world couldn’t possibly find a more convincing duo.
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