The third group will be assigned to implement the experiment. After receiving the feedback data, they will modify the optimization mathematical model and propose a new experimental plan.

The cultivation cycle of sweet potatoes is between three and four months, which makes the experiment take a long time.

In the absence of experimental data, the two mainly used the DNA literature provided by the last biological society to improve computational seed science.

This chapter is not finished yet, please click on the next page to continue reading the exciting content! In addition, the two of them spent the most time on "Using the Karman Vortex Effect to Study High-Throughput" in collaboration with Professor Hu Qingfeng and Professor He Liangfu.

"Methods for Preparing Ultrafine Fibers" project, for which both of them served as deputy leaders of the research team, assisting the two professors in managing the team and improving the experimental model and experimental methods.

After entering the winter vacation, Lao Hu and Lao He began to slowly let go and handed over the entire team to Qin Ke. They only played a guiding role to train the two to manage a scientific research experiment team alone.

Ability to conduct complex experimental projects.

Both Qin Ke and Ning Qingyun were very grateful for the cultivation of the two professors, and naturally invested more energy in hoping that this subject could achieve the best academic results possible.

Time passed in a hurry. In mid-January, "Acta Mathematica", one of the world's four top mathematics journals, published the paper "Proof of the Hail Conjecture" by Qin Ke and Ning Qingjun in the form of a heavy recommendation.

Although this paper has long been uploaded to arXiv and has been previewed by many scholars, the Journal of Mathematics, which has the highest manuscript requirements, published this paper so quickly, and published it in the form of a heavy recommendation on the cover.

It once again caused a stir in the international mathematics community.

The comments on this paper by Rovshan Oliver, editor-in-chief of Acta Mathematica, were quickly spread in the international academic media.

"Thanks to the miraculous boy and miraculous girl from Xia Kingdom, we have allowed us to see this great proposition appear in the world in a positive form two hundred years early. This is an unparalleled brilliant achievement in the history of mathematics!"

Domestic media quickly followed up and carried out overwhelming publicity and reports, once again confirming the reputation of Qin Ke and Ning Qingyun as mathematical geniuses. In order to commend them, Qingmu University also plans to apply for the establishment of a "Qin Kening Ning Qingyun Mathematics Scholarship"

, specially used to reward undergraduate students with excellent undergraduate mathematics performance.

Of course, this special scholarship will not be implemented until Qin Ke and Ning Qingyun graduate from their undergraduate degrees.

The Mathematical Society could no longer sit still and planned to invite Qin Ke and Ning Qingyun to participate in the annual Xia Guo Mathematical Society annual meeting and give special reports.

Qin Ke had a good relationship with Hao Jianchang, the president of the Mathematics Society. Since President Hao had spoken, Qin Ke still had to give him face, so he agreed.

Just as he put down his phone, it vibrated again.

Qin Ke took it out and saw that the incoming call displayed was actually an international long distance call from Sweden.

It’s a new month, please recommend monthly passes and make full reservations!

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Please remember the domain name of this book:. Novels of Strange People of the Republic of China
Chapter completed!