"Ten days is a conservative estimate. If everything goes well, five days will be enough."

This chapter is not finished yet, please click on the next page to continue reading the exciting content! Ning Qingyun looked around in panic, and when she found that there was nothing on the school road around her looking this way, she blushed and kissed Qin Ke instead

one time.

After the relationship between the two becomes intimate, although it is difficult for the girl to change her natural shyness, she will become more courageous when her heart is sweet.

Qin Ke narrowed his eyes with enjoyment and said: "During the exam this morning, I solved the problem of 'expressing even numbers with cumulative mutual primes and mutual differences'. If you have time in the afternoon, you can complete this part according to my ideas.

Write it into the thesis on 'Polignac Conjecture'."

Qin Ke explained the results of the morning to Ning Qingyun in detail. With the function of "thinking resonance", Ning Qingyun only understood it after listening once, and said with shining eyes: "Okay. I will do it this afternoon.

If you write it out completely, we will have completed two-thirds of this topic."

"There's only the last part left, let's work hard."

Ning Qingyun clenched her fists: "I will work hard too. I already have a clue about the key point of 'the interval difference can be listed and it must be an infinite group'. I should be able to solve it within three days."

After Ning Qingjun joined Qin Ke's research group in November last year, she launched an attack on the Polignac conjecture through different number theory methods. In addition to the "lime number theory fourth-order transformation method", she has been

After repeated attempts to use the mathematical methods proposed in the handwritten notes of Academician Wang Lao.

As a mathematician of the older generation, Academician Wang spent a lot of space in his thick stack of handwritten manuscripts on the great sieve method, the circle method and the group theory method, three important tools of modern analytic number theory.

Optimize and improve.

Together, these three mathematical methods have been shining in the history of mathematics for hundreds of years. The relevant treatises can probably fill a standard football field, but they still have great limitations. Academician Wang has spent his life's efforts to

The limitations of these three mathematical methods have been compressed, giving them new vitality and pushing them to new heights.

It can be said that if you can skillfully use these three mathematical methods improved and optimized by Academician Wang Lao, you can even derive the second set of expressions of the Riemann Hypothesis, which will also be of great help in overcoming the Polignac Hypothesis.

.

However, the task issued by the system is "It's time to blow the charge to the famous world conjecture". It requires "a new mathematical method to prove the Polignac conjecture", the large sieve method, the circle method and the group method.

No matter how the method is optimized and perfected, it can only be regarded as a secondary innovation on the original mathematical method, not a "new mathematical method".

Even if it is barely used to prove the Polignac conjecture, it does not complete the task of the system.

So after Qin Ke considered it, he used "thinking resonance" to pass on Academician Wang's lifelong efforts to Ning Qingyun, and let Ning Qingyun carry it forward. Ning Qingyun currently specializes in number theory and masters Academician Wang's knowledge.

And combined with the content taught by Professor Tian Jianlan, it is enough to lay the foundation for her to become a great master in number theory in the future.

Qin Ke himself chose to continue to study in depth the "Function Transformation Hypergeometric System" and "Group Theory Functional Equation Method" recorded in the "Complete Analysis of Riemann Hypothesis" integrating department-level S-level knowledge, intending to create a new set of

mathematical method.

(I beg readers who like this book to come to the Qidian platform and order it all, thank you!)
Chapter completed!