I will now begin my presentation, first, I ask everyone to look at this equation: [ F(x)=∫_{Ω} e^{ax}·cos(bx), dV ]. Please note that this is an important formula that can combine superspiral algebra with transcendental geotry.
Here, (Ω) denotes a specific spatial region in transcendental geotry, while (a) and (b) are paraters related to superspiral algebra...
Qiao Ze's voice echoed throughout the conference hall.
Although many in the audience had expressions of astonishnt on their faces, compared to the last report, there was no question about discipline.
At the very least, no one cried out in surprise.
But this was understandable.
At the last report eting, everyone thought Qiao Ze was going to discuss the existence proof process in his paper, but Qiao Ze went straight to the general solutions after he took the stage.
This ti, although he introduced a new geotrical direction, fortunately, it didn't stray from the scope of the issues to be discussed in the paper itself.
And everyone saw the ergence of transcendental geotry coming.
The scholars who ca to the scene, at least more than half of the physicists, were there because of the geotrical problems Qiao Ze had posted online.
So when Qiao Ze formally began his proof process, nurous cell phones were raised to capture the contents projected on the big screen PPT.
For these physicists, these materials truly were valuable for future research.
Although there would definitely be a video of the on-site defense process.
But this ti it was not a formal report eting, theoretically, the school had every reason not to provide it to the scholars at the scene.
So it was safest to take photos first.
Of course, so people did not make such moves.
For example, Edward Whitten, sitting in the third row, only spread his notebook on his lap and quickly noted down the formula that Qiao Ze had just recited. He didn't even wear a simultaneous translation headset because he had exchanged those mathematical symbols and knew what those symbols ant.
Schultz suddenly leaned in and whispered in his ear, "This formula seems very interesting, have you considered it?"
"So you're not going to make any records?" Edward Whitten couldn't help asking.
"Well, aren't you taking notes?"
"All right..." Edward Whitten glanced at Roth Dugan, who was listening intently not far away, suddenly feeling like changing his seat.
...
"...From the above proof, we can see that under the interaction between Aj and Bj, it guarantees that the coupling terms cause a topological phase transition, which ans that by adjusting Sum_j and ξ, it will directly lead to a phase transition in the mass gap, and the specific phase transition must conform to the equation: V =∑_j (A_jB_j ext{h.c.}).
The above is the complete train of thought for the proof. Once again, I thank my ntor, Professor Li Jiangao, for his guidance in life. This paper could indeed only have been formally completed after eting him. "
Qiao Ze's last sentence made Jian Gao's face unconsciously redden.
But in reality, aside from the front row defense committee mbers who would subconsciously glance at Gao, those scholars in the back, especially the physicists, didn't pay too much attention to Qiao Ze's words.
What is this?
If this paper is correct, wouldn't it be possible to directly predict the energy level responses under the given paraters based on its model?
Theoretically, Qiao Ze's paper indeed proved the mass gap hypothesis in an alternative way.
Because it not only provided the origin of the mass for quarks and gluons but also incidentally proved the complete model of interaction between quarks and gluons under strong force. It even offered a possibility, allowing physicists to not only indirectly asure the mass it produces but even actively adjust its mass...
If the model could be verified in the laboratory, it is imaginable that the standard model would have to change again...
The observing scholars began to look at each other with knowingly looks; fortunately, discipline in the defense eting room was still under control.
After all, the school had especially emphasized that today was the doctoral dissertation defense.
Please be sure to abide by the defense discipline.
Even if there were whispers, the volu was already reduced to the lowest. But the shock and delight in their eyes during that knowing look couldn't be concealed.
It can only be said that the advancent of mathematics truly is an important part of physics making progress.
Really, the physicists present are probably the ones who most hope the model provided by Qiao Ze is correct. Because this may involve the Nobel Prize in Physics in five to ten years, or even in a shorter ti fra.
Luckily, it wasn't long before the host of the event announced the defense would begin.
For the defense committee, this segnt was just a formality.
The questions had also been prepared in advance, and nobody was being difficult.
"Hmm, Dr. Qiao Ze, is there a clear mathematical reason for the choice of the specific form and paraters in formula D on page thirteen of your dissertation? For example, why did you choose a particular transcendental function or superspiral path? Is this based on so mathematical properties or insights from experintal observations?"
"I noticed that so scholars on the committee believe your second theorem of transcendental geotry might be invalid under certain specific conditions, resulting in divergent solutions. Have you considered this point of view? Regarding the applicability and consistency of the formula, could you provide further explanation?"
"May I ask..."
...
The defense committee asked a total of seven questions.
Well, actually, none of them could really be considered specific questions, and one might even say they were designed specifically for the scholars present today, to allow Qiao Ze to more clearly explain so of the more difficult-to-understand key points in the paper.
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