Chapter 92: 92nd

The University of Bath, the venue of the 61st International Mathematical Olympiad. +++Mobile reading visit m.EbookFREE.me
The organizers will all participate in this imo competition in the future, all of them are arranged in a historic hotel not far from the University of Bath in the UK.
However, although the hotel looks a bit old, the facilities in the hotel are very complete and are not in keeping with the times.
Therefore, An Ran and his party were very satisfied after they checked into this hotel.
This time, the Chinese (Z) national team came to the UK to participate in the imo competition. There were a total of twelve people. In addition to the four contestants, there were also team leaders, deputy team leaders, translators, and several logistics staff. Worker.
With so many people, it is enough to see how much the country attaches importance to this game.
Since, among the four contestants, there is only such a girl as An Ran, An Ran lives alone in a suite, which makes An Ran quite satisfied.
After all, if she lives in a dormitory with others, she still prefers to live alone.
Because of the jet lag, Zhuo Boyuan, the national team leader, asked everyone to go back to the room to rest.
The first day was spent in jet lag.
Although the opening ceremony would be held in the evening the next day, Zhuo Boyuan did not lead a group of excited contestants to stroll outside, but instead asked them to only walk around the hotel.
If you just walk around the hotel, it would not be too confusing for a few students, so they all stayed in the hotel obediently, waiting for the opening ceremony in the evening.
Soon, the opening ceremony of the 61st International Mathematical Olympiad began as the four students raced against the clock!
When the national and regional teams entered the venue, imo chairman geoffsmith first took the stage to give a speech, this time the opening ceremony officially began!
Because there were contestants and team leaders from 116 countries and regions, there were a lot of people at the opening ceremony.
Therefore, in the environment of so many and so mixed people, there are still some chances that there will be a kind of racial discrimination.
Because the banquet between the leading teacher and the contestants is separate.
Therefore, among a group of academic bullies who have high IQ but may not be too mature, they will not be too surprised and will have disputes.
The Chinese (Z) national team that An Ran belongs to, the players in his own team, are all properly super-students, and the spoken English is their standard foreign language.
Even An Ran and another contestant also master multiple languages.
Therefore, when several contestants with different colors (color) and eyes (color) were making fun of them with a fluent French, An Ran and another contestant were not surprised. , I understand that these people are insulting them.
"The Chinese (Z) national team is here again. I don't know how bad they have to test again this year."
"This time I watched them (Z) made a violent disturbance, but they were all grandstanding..."
"The last time I got so bad, I dare to come this time..."
"None of them won the gold medal last time. This time, I don't know how many people can win the silver medal?"
"Isn't there no one?"
"Don't worry, there must be a bronze medal."
...
Listening to a group of people laughing at their own country in French, the number of French-speaking national teams couldn't bear it.
As a senior high school student who is only 18 years old this year, although he is already an adult, the teenagers of this age are the most irritable.
Even if he is a schoolmaster, very smart, and his grades are also very good, but he is still a young man who has just grown up.
Therefore, when watching the group of people lofty and taunting their national team, the boy couldn't bear it anymore.
Rushing up is a theory.
Soon after switching from French to English, the other two players of the national team who could only understand English also knew what happened to (fafa), so they also rushed to follow the theory together.
And An Ran, a pseudo-young (female nu) who is already an adult at real age, shook her head helplessly.
Looking at the leading teachers and adults, it is estimated that it will take a while before we can discover the strangeness here. Looking at her teammates, who were already dumbfounded by the group of blonde foreign students, she also walked over angrily.
Because what the other party said is too much. It is true that their results in the imo international competition in the past few years are not very good. The worst thing is that last year, they did not get a gold medal. It is really...
However, this does not mean that they are not good at imo this year!
Therefore, An Ran was very sensible and joined the ‘debating team’. However, sometimes, discrimination and prejudice can blind people's eyes, especially... this group of blindly blinded people are still a group of "children" who are underage or have just grown up.
An Ran broke the facts apart, and made these people apologize very politely, but! An Ran's grumpy discovery! This group of people is really a group of ‘bear kids’ who speak unreasonable and can’t understand human words!
As a result, An Ran was also a little angry! She was very sensible at first, and she was immediately angry!
And this anger...Her sanity was a bit let go!
"Haha, as for the people of (Z), you are not as smart as we are. You didn’t get a gold medal last year. You want to get a gold medal this year? How could it be possible that this year’s difficulty is greater than last year. Can you get it? It’s not bad for the silver medal..."
An Ran squinted her eyes and felt the mocking gaze around her. She sneered and said coldly.
"Haha! You are smart, can you solve Riemann's conjecture?"
When An Ran's words came out, everyone was shocked!
Because Riemann's conjecture is one of the seven unsolved mathematical problems in the world!
Riemann’s conjecture is a conjecture about the zero point distribution of the Riemann zeta function ζ(s), which was proposed by the mathematician Riemann in 1859. At the Second International Congress of Mathematicians, Hilbert put forward 23 mathematics problems that mathematicians of the 20th century should strive to solve. They are considered to be the commanding heights of mathematics in the 20th century, including the Riemann hypothesis. Riemann’s conjecture is also one of the seven major mathematical problems in the world offered by the Clay Institute of Mathematics. 1
Until now, this conjecture has not been answered.
Therefore, when all the contestants in the field heard the words spoken by An Ran, they all felt that this player from China (Z) might be crazy.
Even if it is a fool, it is not so foolish.
The imo competition and Riemann’s conjecture are not at the same level and grade at all!
"Is the imo competition and Riemann’s conjecture the same! Riemann’s conjecture is one of the seven unsolved mathematical problems in the world, and imo and Riemann’s conjecture are not at the same level at all."
"Yes, even if we can't solve it, can you solve it?"
"If you can solve Riemann's conjecture, you still need to participate in the imo competition with us here?"
"The person who solves Riemann's conjecture will definitely not be the (Z) countryman in your group..."
...
Because An Ran put forward the words of Riemann's conjecture, many people who originally just stood quietly and watched, not only ridiculed.
The other members of the Chinese (Z) national team were also a little panicked, because they had never thought that An Ran would come up with the legendary mathematical problem of Riemann's conjecture to challenge people.
And, it seems... it's overturned a little bit.
Counting a group of people for a time is really anxious, especially looking at the only girl in my team, and the youngest of them, surrounded by countless people with suspicion and mockery. At that time, they felt even more worried and anxious.
They thought, they don't need face or something, and now they hurriedly took An Ran away, the impulsive little sister.
Unfortunately, before they could touch An Ran, they saw An Ran walking towards the whiteboard in the dinner hall.
Because this is the opening dinner of the imo competition, it is not surprising that there are whiteboards here. After all, everyone is a genius in mathematics. At the dinner party, there may be some inspirations to record, or you may want to learn about mathematics.
Therefore, An Ran raised his chin, like an elegant and beautiful white swan, proudly glanced at the surrounding group of foreign contestants with different hair (color), skin (color), and different eyes (color). Then said with confidence.
"What you can't do, we Chinese (Z) people can do it. Maybe our previous results in the imo competition were not ideal. Even in the last imo competition, our country didn't even have a gold medal. Obtained. However, you are not qualified to be able to deny our strength like this!"
Having said that, An Ran picked up the whiteboard marker and quickly started writing on the whiteboard.
Originally, everyone was a little scornful of An Ran's words, and didn't take it to heart.
However, gradually, as the formula written in An Ran's hand gradually appeared on the whiteboard, everyone was a little dumbfounded!
because--
ζ(s)=11/2^s1/3^s1/4^s……
The formula An Ran wrote on the whiteboard is not an ordinary formula, but a formula based on Riemann's conjecture!
Especially the most terrifying thing is that An Ran at this time is on the whiteboard, proving this Riemann conjecture!
Looking at An Ran's immature face, everyone's eyes were filled with incredible and disbelief.
They didn't believe that An Ran would solve Riemann's conjecture. After all, no matter in the past or now, a group of great mathematicians have not solved historical problems. How could An Ran be able to solve such a small child?
Therefore, many contestants booed for a while, thinking that An Ran was just sensationalizing and brushing them.
As a result, this booing was quickly interrupted by the arrival of the professors and experts invited by the organizer and the teachers who led the team!
In terms of understanding of mathematics, these old professors are much better than this group of self-proclaimed yellow-haired boys!
Therefore, after they heard that the participating students were making trouble and rushed over, they discovered how precious the formulas written on the whiteboard are!
It is not a false, casual proof to fool people, but... it really proves Riemann's conjecture!
Moreover, the proof of the idea of ​​solving the problem is very clear and clear, at least as far as the current proof of the problem is solved by the younger (female nu), they are correct when they look carefully!