I Just Want to Be a Quiet Top Student

Shen Qi came to the infirmary and found a bed to lie down, he needed to be quiet.

Continuously upgrading several subjects in a short period of time caused him to become nervous.

Physics has been upgraded to level 3, and the matching physics knowledge base needs to be filled and sorted out. The same is true for other subjects, otherwise something may happen.

Shen Qi felt that it was necessary to draw up a study plan, set the schedule and staged goals, and implement them according to the plan.

After asking the nurse for some blank paper and a ballpoint pen, Shen Qi began to plan his next plan.

Mathematics: The main exporter, undertakes the mission of exploration and pretending, the goal of guaranteeing the bottom line in stages, and reaches Lv7 before graduating from high school. You can try to submit papers to professional mathematics journals, to achieve prestige and compulsion, and to keep the goal in stages. Before graduating from high school, you should publish at least one mathematics paper in a national core journal. The branches of mathematics that need to be strengthened are topology, algebraic geometry, and modeling and calculation of high-dimensional spaces. The daily time spent on mathematics should not be less than 6 hours.

Physics: The first auxiliary position, absorbing damage for the math father, and providing double resistance BUFF, if the performance is good, its level can be raised appropriately. Phased goals, establishing a physics knowledge base without blind spots before graduating from high school, physics branches that need to be strengthened... omitted here because there are too many. Daily time spent physically should not be less than 4 hours.

Biology and Chemistry: Biochemistry has its unique academic status. These two disciplines are closely intertwined and are a pair of CPs, just like mathematics and physics are a pair of CPs. I haven't figured out what position to give them for the time being. I can only maintain the status quo. It's enough to be No. 1 in the whole school, and there is no need to be too high-profile. Daily time spent on biochemistry should not be less than 3 hours.

English: For me it is just a tool, but it is also a tool that has to be mastered. At my current level of mathematics, it is becoming more and more difficult to find Chinese versions of mathematics literature that suit my appetite. It is impossible for me to read English literature while operating translation software, which is too low. The time spent on English every day should not be less than 1 hour.

Chinese: This is my mother tongue. I don't expect to become a great Nobel writer like Mo Yan. I just want to reach the level of a third- and fourth-rate Internet writer like Shu Xiaocheng. The time spent on language every day should not be less than 1 hour.

Sports: The body is the capital of all subjects. I never want to have an invincible and strongest brain but sit in a wheelchair. If so, I would rather return to a hot chicken where all subjects are level 0. At least my default level of sports is level 1. . Daily time spent on physical exercise should not be less than 1 hour.

Calculated in this way, I spend 8 hours a day eating and sleeping, taking a shower, normal socializing, and moving back and forth, which results in me only taking 5 to 10 minutes to care about the girls around me. What can I do, I am also desperate.

Yes, I will be very busy next, and I don't even have time to stare blankly.

Shen Qi, September 1, 20XX.

...

Shen Qi finished his first diary of a top student. After returning home at night, he copied the content on the white paper into a notebook, and ciphered special words such as "level", and then lit the white paper. , burned to ashes. Cryptography is a branch of mathematics, and Shen Qi has already completed it by himself.

The next step is to implement it strictly according to the plan. Shen Qi keeps filling the knowledge base of various subjects, and insists on running for an hour after dinner every day.

The stars move and the sky changes.

A month later, a miraculous thing happened. Shen Qi grew two centimeters taller, reaching 1.77 meters tall, and became much stronger.

"See, it's called being more self-disciplined and more open-minded. I'm about to break through 1.80 meters tall, hahaha, yeah yeah yeah."

Shen Qi finished today's running exercise and went home to take a shower. In fact, it's normal for him to increase his height during puberty. If he exercises more, he will grow faster.

This month is flat but not mediocre, profound but not deep.

Shen Qi has made a breakthrough in the research of topology. He has been able to give a three-dimensional manifold. Although it is only the surface of a four-dimensional solid sphere, the Betti number and torsion coefficient are equal to the three-dimensional sphere.

This branch is a high-end operation even within mathematics. Shen Qi has been able to perform the simplest and most basic high-end operations. His blind spots in mathematics knowledge basically no longer exist. The next thing to do is to continue to deepen. This process may last for a long time. Year.

The knowledge base of physics is still being established, and Shen Qi has supplemented a lot of physics materials. The complexity of this subject is no less than that of mathematics. Fortunately, Shen Qi has a solid foundation of mathematics as a support, and the learning progress of physics is progressing as planned. , Shen Qi is self-studying "University Physics", which is considered as a compulsory course for undergraduates in science and engineering, and the Department of Mathematics of Yanda University has set up this course.

The study of Chinese, English, chemistry, and biology does not exceed the syllabus, and is mainly based on high school materials.

It took Shen Qi a month to complete a mathematics thesis.

The title of the thesis is "Some Solutions of Second-Order Constant Coefficient Linear Inhomogeneous Differential Equations".

Why did he choose this topic? Because Shen Qi is most familiar with the branch of linear non-homogeneous differential equations. His first college textbook was Gao Dai, and this was the first thing he started to study in depth.

What is the use of this thing, what problem does this paper solve, and what kind of practical application or benefits will it bring?

Shen Qi couldn't explain it clearly either. He saw that other people's mathematics papers were written in this way, so he completed the paper according to the standard format combined with his understanding of linear and non-homogeneous differential equations. After all, I have no experience in writing a paper for the first time, so let's try the water according to the gourd painting.

After the National Day, Shen Qi took the initiative to find Zhang Wanbang, and presented his first thesis with great anxiety: "Mr. Zhang, the student Shen Qi is not talented. He wrote a mathematics thesis in his spare time. Please read it over and correct it."

Zhang Wanbang was not too surprised. An IMO champion who can even give a three-dimensional ball and a math genius boy, it is not worth making a fuss about playing two-dimensional.

Zhang Wanbang took the paper and looked at the title first, then the key words and the abstract. Without even looking at the text, he asked, "Shen Qi, what is your purpose for writing this paper? What problem do you want to solve?"

"I wrote the purpose in the abstract, but I don't know if I wrote it right?" Shen Qi replied.

"In the current advanced mathematics basic textbooks, most of them are based on the structure of the general solution and the form of the free term to solve the second-order constant coefficient linear differential equation. On the basis of this method, this paper derives the general solution formula, and then substitutes it into the formula to solve the , providing a new way of thinking for engineering students.”

Zhang Wanbang read through the abstract of Shen Qi's thesis, and couldn't help laughing: "Shen Qi, whether engineering students can solve second-order constant-coefficient linear inhomogeneous differential equations is none of your business? Are you a high school student?" Is it appropriate to guide other college students to do algebra problems?"

"Well, I admit that the vast majority of undergraduate engineering students may not be as advanced in mathematics as you, Shen Qi, but I don't think any mainstream mathematics journal will accept your paper. If you don't believe me, you can try it."