Shen Huan said that he was obsessed with studying, which was not an excuse.

Recently, he has been studying physics and English very seriously.

After obtaining professional physics (elementary) and professional English (elementary), Shen Huan still needs a lot of practice and practice questions in order to meet the needs of the college entrance examination.

The college entrance examination in China is still very mysterious.

For example, people from both countries, Britain and the United States, all speak English as their native language, but when they come to China to take the test paper here, almost no one can get full marks.

In addition to the large vocabulary and knowledge points in the test, another point is that the English test in China is very Chinese-style and is fundamentally different from the English test abroad.

Although there is a high possibility that Shen Huan will be admitted to the three most prestigious universities directly, he still feels that he needs to improve.

Once you learn English, you can not only communicate with foreigners, but also be able to use it in many domestic situations, and it will be of great use.

Knowledge is something that, if you have too much knowledge, it will not overwhelm you. On the contrary, you will have many more abilities that you can draw on.

Then again, the matter of early admission is not just because Shen Huan is a great mathematician. There is an opportunity now.

That is the International Mathematical Olympiad in Los Angeles.

If you win the championship, then major prestigious schools will have every reason to directly admit you, and this is also recognized by the highest education system.

Every year, there are such top students with perfect scores who are directly admitted to major prestigious schools. Even the top departments that overemphasize the college entrance examination have adopted a default attitude.

It is now the beginning of May, and the Mathematical Olympiad competition will begin in two months.

According to the practice of previous years, the six members of the national training team would go to Huajing to meet for assault training after the final exam, but Shen Huan had already agreed with them that he could meet directly at the airport then.

The director of the Mathematical Olympiad competition was a little worried about this, but Chang Guancheng, the director of the Department of Mathematics at Peking University, and Yu Dingbian, the director of the Department of Mathematics at Funan University, both agreed with Shen Huan's decision, so he could only let it go.

If you think about it carefully, Shen Huan has beaten all the others in the exam for 14 consecutive days and has always been ranked first, which is enough to definitely get a perfect score.

The most important thing now is not to make the strongest people stronger, but to make up for those shortcomings so that the weakest ones can gain a few points.

Those weaklings have a good chance of improving by three to five points, but a player like Shen Huan is already a perfect scorer, can you still let him increase even 0.1 points?

Besides, Shen Huan is a well-known mathematician and is highly praised by world-class mathematics professors abroad. Wouldn't it be a joke if his boat capsized in a small ditch like the Mathematical Olympiad?

It's not that Shen Huan wants to be special, but he has promised to go straight to the filming site of "Young Detective Dee" as soon as he has a holiday to participate in the filming.

The eldest princess spent 50 million to hire him for filming, no matter what, she has to take it seriously, right?

Otherwise, if I offend my master for no reason next time, where can I catch that super rich man who can sell me 50 million or even 100 million at any time?

At critical moments, rich people can save lives, dear!

Therefore, Shen Huan must be serious about this drama.

He has been reading about Di Renjie's life and deeds recently, and there are also various books, TV series, and movies about criminal cases.

Of course, the TV series such as "Detective Di Renjie" starring Liang Pangpang and "Young Bao Qingtian" were the focus of his recall.

Although I can’t recall the specific plot, I can still learn something from those classic scenes.

For example, recently, Shui Qianyu often watched Shen Huan wearing ancient clothes, walking around the yard, reciting a poem from time to time, and talking to the air from time to time.

Even though he knew that Shen Huan was preparing to film a movie, Shui Qianyu still felt a little weird, fearing that Shen Huan would get too involved in the movie.

Of course, Shen Huan cannot get too involved in the drama. With the comparison between this world and another world, and the mathematical logic mind strengthened by his good master, he has always been very clear-headed.

This also determines that Shen Huan will never be a very good actor. Fortunately, Shen Huan is still young and can win the love of the audience by virtue of her appearance.

For a male protagonist who is 17 or 18 years old, it is impossible for the audience to expect his acting skills to be as good as those of movie kings such as Sun Daha, Jin Weijie and Ma Sing.

As long as his acting skills are passable, he doesn't make dramas, and he's handsome and eye-catching, that's enough.

Anyway, this kind of youth TV series does not attract those middle-aged aunties, and there is not much emphasis on it.

Back to studying.

Shen Huan has also recently increased the frequency of email exchanges with Professor Deville and others.

After the "Shen Huan Proposition" was proved, the mathematical community was greatly encouraged.

Everyone feels that "Fermat's Last Theorem" has reached a critical moment under the proof and inspiration of "Shen Huan's Proposition".

It was at this time that Shen Huan proposed the "Shen Huan Conjecture", that is, "Elliptic curves in the field of rational numbers are all modular curves."

This very abstract conjecture was not understood even by many mathematicians at first.

But Shen Huan just wants them not to understand and be confused, otherwise how can he show his progress step by step?

He began to quote a lot of data, began to explain the origin of this conjecture, and then put forward one very inspiring argument after another.

Under his constant guidance, more and more mathematicians began to enter this field and study this conjecture with Shen Huan.

They have realized that as long as the "Shen Huan Conjecture" can be proven, coupled with the previous "Shen Huan Proposition", a huge constraint will suddenly be opened.

Then, the idea originally proposed by Shen Huan will go straight to the core of "Fermat's Last Theorem".

However, it is too difficult to prove the "Shen Huan Conjecture".

As mentioned before, many mathematicians simply don’t understand what this conjecture is about. How to prove it?

Shen Huan also knows this difficulty.

Mathematicians in another world all stood on the shoulders of their predecessors and built the pyramid step by step. Finally, Professor Wiles stood at the top and proved "Fermat's Last Theorem".

There is no "Ferrey proposition" or "Taniyama-Shimura conjecture" in this world.

There is also no key to solving the "Taniyama-Shimura Conjecture" - the Kolyvarkin-Fletcher algorithm.

But Shen Huan has the most complete proof process of "Fermat's Last Theorem" in his hands, and he can use the Kolyvarkin-Fletcher algorithm.

In the past two months or so, Shen Huan mainly taught Deville and others about his "Shen Huan Algorithm" to study this "elliptic curve".

The Kolyvarkin-Fletcher algorithm is an algorithm that has long been proven to play a key role in another world, so after dozens of email exchanges and more than a dozen phone and video conference discussions, everyone finally started Accepted the "Shen Huan Algorithm" and actively started to prove the "Shen Huan Conjecture".

Their proof is of course impossible to succeed.

Because Shen Huan has another important theory that he has not given out.

That is the famous "Iwasawa Theory".

The "Iwasawa theory" states that p-adic l-functions defined in two different ways (modular theory/interpolation) should be equal as long as they are well-defined.

Professor Wiles in another world first used himself to prove the correctness of "Iwasawa Theory", and then used the "Mazur-Wiles Theorem" transformed from "Iwasawa Theory" to He proved the connection between "Taniyama Shimura Conjecture" and "Fermat's Last Theorem", but later felt that it was not possible, so he turned to the Kolyvarkin-Fletcher algorithm. For a while, he thought he had proved it.

As a result, the people of the review committee proved that the Kolyvarkin-Fletcher algorithm alone has serious flaws in the construction of the Euler system and cannot prove "Fermat's Last Theorem".

When summing up the painful experience, Professor Wiles simply combined the "Iwasawa theory" with the Kolyvarkin-Fletcher algorithm to prove it. Suddenly the truth came to light, proving that it suddenly became clear and the correct method was obtained. success!

Shen Huan has not yet come up with the "Iwasawa Theory" here. Anyone who uses the "Shen Huan Algorithm" will have problems with the special Euler system and cannot prove the "Shen Huan Conjecture".

There is no way to prove that "elliptic curves in the field of rational numbers are modular curves", then there is no way to turn "Shen Huan's conjecture" into "Shen Huan's theorem", and thus there is no way to solve the last step.

Operating according to a very reasonable time, Shen Huan will bring out the "Shen Huan Theory", also known as the "Iwasawa Theory", in the second half of this year to further expand people's thinking.

Otherwise, if your theories and conjectures come one after another, won’t people be suspicious?

Only like now, when mathematicians are constantly discussing and researching, everyone is working together, and Shen Huan's conjectures and algorithms are presented, will it not seem so abrupt.

He can completely say that these mathematicians gave him inspiration, and people will be willing to believe this - because more than ten or twenty mathematicians were involved in it. You have to say that they think they have no role at all. Everyone will be unhappy.

Progressing carefully step by step is the key for Shen Huan to obtain the honor of proving "Fermat's Last Theorem" without causing problems.

But in the eyes of Professor Deville and others, Shen Huan's progress is obvious, and the frequency with which Shen Huan's inspiration is inspired is also very impressive.

There is no other word to describe such a young man other than genius.

Many mathematicians have sent e-mails to Shen Huan, hoping that Shen Huan will study in their universities after graduating from high school.

They will provide the best scholarships and the best laboratory system so that Shen Huan can study "Fermat's Last Theorem" with peace of mind.

They all know that with Shen Huan's current age, talent, and growing momentum, it is not possible to say three to five years, but it is a high probability that "Fermat's Last Theorem" will be proven within ten or eight years. things.

Once the scientist who proves "Fermat's Last Theorem" is from his own school, then this kind of honor is absolutely different.

Who doesn’t love their school?

Of course it would be great to add luster to it.

But Shen Huan did not agree to their invitation.

It's not because Chang Guancheng and Yu Dingbian always told Shen Huan that it would be better at home than abroad, but because Shen Huan didn't intend to prove "Fermat's Last Theorem" after going to college.

It is Shen Huan's arrangement to bring out the "Iwasawa Theory" in the second half of this year, prove the "Shen Huan Conjecture" by the end of the year, and prove "Fermat's Last Theorem" in March and April next year.

Aunt Zhang once said that you should become famous as early as possible.

Completing the proof of "Fermat's Last Theorem" in high school is much more shocking than completing the proof of "Fermat's Last Theorem" in college.

Don’t you like this kind of tune?

The genius it wants to create should be like this!

Maybe I will get more rewards for this!
Chapter completed!