At the celebration banquet, there were clinking glasses, lively conversation, elegant music, graceful scholars with different temperaments, a wide range of delicious food, and attentive waiters. As the organizers, the Shangjing Office and Shangjing University put in a lot of effort. The whole banquet venue was filled with a strong atmosphere, and the joy of both guests and hosts was everywhere.
Wu Tong was the absolute center, hosting waves of important scholars who came to congratulate him.
The smile had to remain on the corners of her mouth, upturned. Wu Tong felt that even with her physique, her face would become stiff. Being the protagonist of the celebration banquet was not easy.
Wu Tong took advantage of the teacher's figure to quietly rub her stiff cheeks, which made several teachers who saw her actions laugh. The good things that others couldn't even ask for were actually a burden and a rarity for Wu Tong!
Seeing that all the important people have been greeted, even some big shots who are not fond of socializing have said goodbye and left, I feel sad for my own child.
Pan Wenhua couldn't help but say, "Wu Tong, it's getting late. You've been busy all day. Go home and rest early. Your parents are probably waiting for you to celebrate at home!"
Wu Tong's parents arranged the matter by going to Beijing University to prevent the news from being leaked and others from noticing anything wrong. They contacted and arranged the matter under the instructions of their superiors, and Pan Wenhua was one of the persons in charge.
"The ones left here are basically companies and scholars who are interested in cooperation. You can go back without worry, it won't be rude!" Zhou Wenping confirmed and added that business cooperation is a win-win situation for the government and enterprises, but there is no need to drag Wu Tong here to waste time. Wu Tong has already given her face and stayed until now, and also accepted her statement and set up this celebration banquet platform.
Besides, there are the teachers and the people from the Kyoto University office to support us.
"Okay, thank you Dean Pan and Teacher Zhou, I'll leave first!" Wu Tong really wanted to go back early to share the joy with his parents. After confirming that everything was fine, he naturally followed suit. Under the escort of An Wenshu, he quietly left the banquet, got into the car driven by Cai Yi, and went home with his family.
After a restful night, Wu Tong rose early for morning exercises and saw his parents off to work. They had taken yesterday's leave, so he couldn't afford to waste any more time today. Although they were both employed in menial jobs with limited income, Wu Tong's current financial situation meant he could support them even without them working.
However, for Wu Jingzhong and Jin Yu, they never thought of sitting back and reaping the benefits, but just wanted to enjoy the convenience brought by their daughter.
They have hands and feet, and are still young and strong. They work diligently and fulfill their responsibilities. They no longer need to worry too much about their children. Pursuing their own careers is also another positive attitude towards life. They cannot give up now and let their daughters support them. Their purpose is not to cause trouble for their daughters.
People always have to have some pursuits and things to do, otherwise they will be useless at a young age!
Wu Tong gave herself a leisurely morning, enjoying the spring sunshine and relaxing. It would have been impossible to say she hadn't felt a bit tense these past few days.
Faced with the academic conference on the Goldbach conjecture held by the world, which was held in the Great Hall of the People and elevated to the national level, although Wu Tong was very confident, she still wanted to strive for excellence, so she was naturally cautious and kept her spirits high.
Yesterday, the report meeting was successfully held and concluded successfully, exceeding her expectations. Wu Tong finally put her worries behind her and relaxed. With half a day off, Wu Tong, as her teacher had instructed, took a good rest, reclining on a lounge chair on the balcony, enjoying the warm spring sun. This rare leisure time made her feel very happy.
In a cheerful mood, Wu Tong headed out for the afternoon seminar. After greeting a group of familiar senior figures, everyone settled into their reserved meeting room. The attendees were all top mathematicians in China, many of them winners of the Fields Medal, and many of them had won Abel, Wolf, and other important awards.
Andrew Wiles and the older Langlands were the organizers of the seminar. They spoke first, gave a brief opening speech, and pointed out the main theme of the seminar, which was for new progress in mathematics.
"When in Rome, do as the Romans do. There's a Chinese saying, 'Throwing a brick to attract jade,'" I'll explain. While studying Wu's work, I made a unique discovery: Wu placed great importance on building bridges. She ingeniously constructed these bridges, producing results that repeatedly amazed us. These bridges connected disconnected areas, providing us with new insights on the path to true mathematical unification.
"Connecting everything with a bridge, I made a preliminary application of this in the Langlands Program. Before I proposed this program, my predecessors had already conducted preliminary research. The results and methods of semisimple Lie groups, and the Selberg trace formula of Selberg and others, based on the functor property, I proposed a direct connection between these theories and number theory, as well as the rich overall structure of their conception..."
Langlands went on to explain that he has devoted his entire life to the Langlands Program, hoping to witness the birth of a grand unification of mathematics.
Immediately afterwards, Deligne, Feynman, and even Edward Witten spoke one after another. At the main seat, two senior academics cast their expectant eyes on Wu Tong.
Wu Tong was unequivocal. After a slight nod and greeting, he continued the previous discussion: "Whatever can be done for a semi-simple (or reduced) Lie group, should be done for all.
Therefore, once we recognize the role of some low-dimensional Lie groups—such as GL2—in the theory of modular forms, and look back at the role of GL1 in the theory of class fields, we can at least speculate about the general situation of GLn.
The idea of cusp forms comes from cusps on modular curves, which correspond to discrete spectra in spectral theory; in contrast, continuous spectra come from Eisenstein series. However, as the given Lie group becomes larger, the number of parabolic subgroups increases, and the technical complexity increases.
There are various techniques in this line of research—often based on facts like Levy decomposition and properties of induced representations—but the field has always been difficult.
In terms of modular forms, there are also aspects such as Hilbert modular forms, Siegel modular forms, and theta series..."
"Once we find a suitable generalization of the Dirichlet L-function, it will be possible to generalize Artin's reciprocity law to holomorphic functions and Dirichlet L-functions that satisfy certain functional equations on the upper half-complex plane. This can be applied to a certain class of infinite-dimensional irreducible representations of the general linear group GLn on the Q-Adair ring..."
"Every Artin L-function from the finite-dimensional representation of the Galois group of a given number field is equivalent to some L-function from the automorphic cusp representation!"
The lively discussions, with sparks of thought generated by the back-and-forth, made the participants feel deeply rewarded. Wu Tong's keenness and vast knowledge reserves once again impressed everyone.
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