Lott Degen was very quick.
Although so new content was added, it only took two days to complete the proofreading and typesetting, and the special issue was printed on the third day, simultaneously updated on the official website.
The formal version of the paper still had differences from the original, supplenting a theorem and proposing three new conjectures.
The developnt of mathematics is like this; after mathematicians solve one problem, they find a pile of other problems waiting for them. This is the normal state of mathematics.
Thus, the solution to every difficult problem is a milestone event in the history of mathematics.
Specifically, regarding the Riemann Conjecture, its significance lies in its profound influence on the distribution of pri numbers, cryptography, and modern mathematics.
Especially concerning RSA and ECC, the mainstream encryption thods. If the distribution of pri numbers can be further precisely quantified using Qiao Yu’s thod, it ans new pri number generation algorithms could erge.
Even though ECC encryption primarily relies on the discrete logarithm problem of elliptic curves, the proof of the Riemann Conjecture can still enhance the understanding of logarithmic domain properties, influencing the choice of secure elliptic curve paraters.
In short, there is no doubt that once Qiao Yu’s thod is thoroughly understood, there is a high likelihood of a new revolution in computer algorithms, producing many new, more effective algorithms.
Of course, soone might also find a way to crack existing encryption algorithms.
That’s how science develops; tools have no moral value. What is recorded is rely the contributions of mathematicians.
For specific individuals, everyone has their own thoughts. But for the broader environnt, it’s probably invigorating...
No way, Qiao Yu is trending again! All kinds of trending topics. And it’s insanely popular.
If there’s any difference between this ti and the recent trending topic, it’s probably that the official dia is directly involved.
Of course, official dia’s involvent is different from that of self-dia. Not only did they cite the news from the Princeton official website directly in the 7 PM news, but they also astonishingly managed to interview several reviewers and Qiao Yu’s ntor, Tian Yanzhen.
This made the news of Qiao Yu solving the Riemann Conjecture occupy even more ti in the 7 PM news than last ti, for a full two minutes.
The last ti Qiao Yu appeared in the 7 PM news was for delivering the opening report at the World Algebraic Geotry Conference.
In that news segnt, the main beneficiary was Xingtie First Middle School, ntioned three tis. This ti, it’s naturally Yanbei University and Yanbei International Mathematics Research Center.
The biggest difference between the two 7 PM news appearances is that last ti, only Qiao Yu’s presentation video at the conference was used; this ti, Qiao Yu appeared in the news with Tian Yanzhen.
Moreover, Qiao Yu was given almost forty seconds of screen ti, with over twenty seconds being close-up shots.
No way, not only the 7 PM news ntioned Qiao Yu this ti, but even the routine press conference of the departnt in charge of foreign affairs talked about him.
"We have noticed that the young Huaxia mathematician Qiao Yu has achieved remarkable success in the international mathematics community—successfully solving the Riemann Conjecture.
This discovery not only marks a great breakthrough in the field of foundational mathematics but also fully showcases the potential and wisdom of Huaxia youth in global scientific research.
Qiao Yu’s success is inseparable from his own efforts and extraordinary talent, as well as the importance our country’s education system places on foundational subjects and the support from all sectors of society for youth scientific research.
The Huaxia Governnt extends heartfelt congratulations and hopes this achievent can inspire more young individuals to devote themselves to fundantal scientific research, contributing to the advancent of human civilization."
These days, as long as you open any short video app, this specially edited video is everywhere.
There’s no other reason. Yu Zhen is a mathematician born and raised in Huaxia. Naturally, over-the-top promotion is never too much.
For Qiao Yu, he initially thought that solving the Riemann Conjecture ant he could have a happy and pleasant sumr vacation.
Afterwards, he only needed to routinely handle his computation platform. But evidently, things were not as he imagined.
In fact, after proving the Riemann Conjecture, Qiao Yu suddenly found himself even busier.
...
The second day after the official publication of the paper, early in the morning, Qiao Yu received a call from Tian Yanzhen.
"Don’t go out today; there’s an exclusive interview. The program host and team from the main station will probably co around nine o’clock."
"Ah? I was planning to check out the computer room over at Huaqing today. Besides, didn’t we already do an interview yesterday? Why are they coming again?"
"Last ti was the 7 PM news; this ti it’s a high-end interview planned by the main station, an exclusive one-on-one interview. What? You’re not happy? Let tell you, this high-end interview has only interviewed heads of state before.
In the scientific community, only those Nobel Prize winners and world-renowned scientists are qualified for exclusive interviews. The main station is willing to do an episode just for you; you should be secretly pleased. I haven’t even been on this program.
In short, get up now, dress up neatly, then have so breakfast before coming to my office. I’ll be there by eight ten at the latest."
Alright, there’s no way around it.
After yesterday’s interview, Tian Yanzhen was still discussing with him whether to give a presentation at Yanbei University before going to the World Mathematicians Conference.
Besides discussing Qiao Yu’s paper, they also wanted to discuss the direction of mathematical developnt in the era of the Qiao Riemann Theorem.
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