Hands were held, and kisses were kissed.

Shen Qi and Ou Ye carried out the basic operations between the couple naturally, and the relationship between the two was further sublimated.

Regarding sex, Shen Qi and Ou Ye's attitudes are highly consistent.

When the water is in place, it will come naturally, and it will not be forced or refused.

When the mountains are full of flowers, choose an auspicious day, the sun is warm, the birds are singing and the flowers are fragrant, then it will be ......

At the end of the short Beidaihe weekend holiday, Shen Ouxueshen CP re-engaged in intense studies, love is growing quietly, not to mention destroying the world vigorously.

High-end dog food is quite expensive, and the cost of feeding three meals a day is higher.

It's okay to starve a single dog for a few days, it's not starving to death anyway.

The countdown to going abroad was 140 days, that is, at the end of March, something happened that gave Shen Qi a headache.

Marie Schmidt-Schulz, a female doctor of mathematics at the University of Bonn in Germany, pre-recorded a paper on arVix a few days ago, which caught Shen Qi off guard.

Shen Qi did not know this German female doctor, and the information he had came from the author's own profile on arVix: Marie Schmidt Schulz, German, female, PhD candidate in the Department of Mathematics at the University of Bonn.

Attached is a portrait, a red-haired white woman, the female doctor's portrait is very charming and even dreamy after obvious beauty processing.

It's simply the German version of Nicole Kidman, reminiscent of Nicole Kidman's stunning stills from "Moulin Rouge".

Meitu software has swept the world, and Crooked Nuts also use it, playing more than the Chinese6.

Shen Qi's author introduction on arVix is just as simple: Shen Qi, Chinese, male gender, student in the Department of Mathematics of Yan University. Attached is a handsome selfie headshot of himself.

Shen Qi's avatar has no filter processing, and there is no trace of Meitu operation, you are already beautiful.

Shen Qi has very limited useful information, half of which is still P, and cannot be fully trusted.

Inferring from the name format of Dr. Mary Schmidt Schultz, she should be married.

Mary is her first name, Schmidt and Schultz are her mother's surnames, and the other is her husband's.

This combination of husband and wife surnames is now popular in Germany, Marie-Schmidt-Schultz can also be Marie-Schulz-Schmidt, which is put in front of the husband's surname or mother's surname, which is determined by Dr. Mary's mood when she receives the marriage certificate.

All in all, this red-haired married German woman had a with Shen Qi, which gave Shen Qi a lot of headaches.

The timeline of this event goes like this:

In March last year, Dr. Mary published a paper in the British mathematical journal Journal of the London Mathematical Society, in which she used the P-ADIC method to obtain an exact upper bound of the number of solutions to a Diophantine equation using a very complex technique, which is very close to the proof of the Walsh conjecture.

In April last year, Shen Qi stumbled upon Dr. Mary's paper and was deeply impressed.

In May, Shen Qi participated in the Capital University Athletics Meet, and realized an inspiration in running, which was recorded in his small notebook. This mathematical inspiration actually comes from Dr. Mary's number theory thesis, and the well-read Shen Qi does not deny this, mathematics is like this, building on the foundation of predecessors or contemporary peers, and then surpassing them.

In June, Shen Qi, who had no skills, compiled his inspiration into a paper abstract, which was very short, only three lines. He titled the paper "Proof of the Walsh Conjecture of the Diophantine Equation" and arranged for Ouye to complete the subsequent text writing.

In November, Ou Ye was tired and lay down and went home to recuperate. The work on the proof of the Walsh conjecture of the Diophantine equation is half done.

The girlfriend fell, and the boyfriend continued.

In February this year, Shen Qi completed the second half of the work of "Proof of the Walsh Conjecture of the Diophantine Equation" and submitted it to Acta Mathematica Sinica. At the same time, Shen Qi pre-recorded this paper in the direction of number theory on arVix to prove his academic originality.

Shen Qi numbered the paper co-signed with Ou Ye as "Document No. 9", which was the ninth mathematical paper he drafted during his time at Yan University.

At the beginning of March, the editors of Acta Mathematica Sinica went to work, and Shen Qi's "Document No. 9" quickly passed the preliminary review and entered the peer review process.

A few days ago, when Shen Qi and Ou Ye were on vacation in Beidaihe, Dr. Mary pre-recorded a new paper on arVix, which was her doctoral dissertation, also in the direction of number theory, and also about the Walsh conjecture.

Just now, the editor of Acta Mathematica Sinica told Shen Qi: "Your paper did not pass the expert review, thank you for your manuscript, please continue to work hard." ”

After seeing Dr. Mary's doctoral dissertation that had just been pre-recorded, Shen Qi actually knew it in his heart, and he took the initiative to remove the "Document No. 9" from arVix without the help of experts.

Shen Qi's "Document No. 9" was originally inspired by Dr. Mary's previous paper on number theory, in which he cited the research results of a German female doctor a year ago, combined with the Thue-Siegel method, to make an effective algebraic approximation to find the exact upper bound of the number of solutions to the equation of aX^4-bY^2=1 Diophantine graph.

There is no problem with this, Shen Qi draws on the advanced experience of Dr. Mary, a contemporary mathematical colleague, to make further innovations and improvements in this small branch, and his "Document 9" has come to the forefront in the field of Walsh's conjecture, ahead of his peers, and surpassing his peers.

Therefore, at the beginning of March, as soon as the editorial office of Acta Mathematica Sinica started, it passed the preliminary review of Shen Qi's paper, which can be described as a second approval.

However, within a month, Dr. Mary fought back, and her latest doctoral dissertation used the Evelzer method to defeat Shen Qi's Thue-Siegel method + effective algebra approximation.

Under the new proof method of German female doctors, Shen Qi's "Document No. 9" is like chicken ribs, and the accuracy is not as good as that of other German female doctors, and the same is true for the conciseness and intuitiveness of the proof.

This academic competition in a small branch of the field of number theory is a battle between originality and follow-up.

Dr. Mary is the original author, and her paper opens up a new way of thinking about the proof of the Walsh conjecture of the Diophantine equation. Although there are shortcomings, the flaws are not hidden.

Shen Qi, who has a super wide range of readers, is a follower, and he has made a second innovation on the basis of Dr. Mary, and has very keenly discovered the small loopholes in Dr. Mary's previous paper and improved them, refined more advanced ideas, and walked ahead of Dr. Mary in one fell swoop.

Dr. Mary could not blame Shen Qi because Shen Qi wrote explicitly in Document 9, citing some of the conclusions of Dr. Mary Schmidt-Schultz's paper published last March.

Then, on the basis of Shen Qi's "Document No. 9", Dr. Mary carried out a new round of innovation and improvement, defeating Shen Qi, a follower, and defending the status of the original author.

Shen Qi could not blame Dr. Mary, who had written explicitly in her doctoral dissertation that she had cited some of the unofficially published research of the Chinese scholar Shen Qi.

"This German woman who likes the Meitu App is really difficult. Shen Qi's head is big, and the German woman is a difficult opponent, but he respects this academic rival.

Shen Qi's "Document No. 9" was originally a gift to Ou Ye, and it was also a very important part of his special achievement tasks in the system.

Of course, I can't admit it, for the sake of the math career, for the sake of the academic master's points, and most importantly, for the sake of my girlfriend.

The free travel in Switzerland was downgraded to the free travel in Beidaihe, and Shen Qi felt ashamed.

If the gift of the math paper still can't be honored, Shen Qi has no face to see Ou Ye.

There was not much time left for Shen Qi, he meditated and tried to use an ultimate method to directly complete the most impeccable proof of Walsh's conjecture, and there would be no trouble in one step.

"Ahh

The Walsh conjecture is not as difficult as the Riemann conjecture, the Goldbach conjecture, or the Hodge conjecture, but it is also a difficult problem that is not so easy to overcome.

"If only I could go up the next level. Shen Qi checked the points of the top students in the system, and there was still a little more than 210,000 yuan left to upgrade mathematics to level 9.