Zhao Yi’s leisurely life couldn’t last long; he only relaxed for one afternoon, and the next day he had to imrse himself in his work.
The phone at Qian Hong’s place was bombarded with calls in a short amount of ti.
Facing a large number of incoming calls, she couldn’t handle them all by herself because many of the callers were heavyweight figures in the dostic academic world. She wrote down their nas and told Zhao Yi, who then called back several of them one after another.
Among them was a call from Qiu Chengwen.
Qiu Chengwen’s purpose for calling was the sa as others, to inquire about the content of the paper, but he first asked Zhao Yi if he had considered where to give his academic report.
Zhao Yi hesitated and said, "I haven’t thought about it yet; maybe I will consider it later."
He really hadn’t thought about it.
Qiu Chengwen laughed bitterly after hearing this, "Leaving this kind of thing to the last mont...it’s just like you!" Others who made significant achievents would be eager to find a big stage to showcase their work, hoping for the whole world to recognize their results.
And Zhao Yi?
He knew that his research results were influential, but he hadn’t even thought about where to give a presentation.
"I guess it’ll be Yanhua University again?" Qiu Chengwen thought to himself.
Actually, he hoped that Zhao Yi would co to Shuimu University to give a report, but considering that Zhao Yi published his paper in the "Mathematical Physics Journal" rather than in the top international mathematics and physics journals, he probably wouldn’t consider giving an academic report at other universities.
Qiu Chengwen simply shook his head, not continuing the topic of academic reports, and instead asked about the problems encountered in the research paper. He had already obtained Zhao Yi’s ’Supersymtry Problem’ paper, and had fully grasped the overall content and even scrutinized so of the details. However, he felt that there were two or three places where his understanding was not deep enough, and he felt that sothing was missing, so he asked Zhao Yi to explain.
Qiu Chengwen’s questions were the least, but the content of his question was very in-depth, which clearly showed his deep study of the paper.
Zhao Yi explained very seriously.
After listening, Qiu Chengwen had an enlightened feeling and added, "It seems I need to study your particle energy theory again."
He knew what his problem was.
’Supersymtry’ analysis is based on the boundary theory of particles. If one does not thoroughly study the boundary theory of particles and directly tries to understand ’supersymtry’ analysis, they would definitely encounter so ’incomprehensible’ parts.
"That’s the foundation." Zhao Yi smiled, "We can discuss it together. About the problem you just ntioned, my thoughts are..."
The two had a long discussion.
The mathematical logic in the ’Supersymtry Analysis’ paper was not that complicated, and the calculations didn’t take up much of it. The most difficult part to understand was the mathematical frawork of the energy system.
The difficulty of this part lies in ’imagination,’ or spatial thinking ability.
In mathematics, spatial thinking ability is very important, especially when it cos to the geotry part, where spatial thinking ability determines the upper limit of understanding.
A simple example of spatial thinking ability can be illustrated using dice: if a dice has six faces, with numbers 2, 3, 4, and 5 clockwise and 1 and 6 at top and bottom, what is the number opposite to 3?
This problem is quite simple; thinking for a while, you’d know the answer is 5.
If we increase the difficulty, for example, high school geotry problems, the spatial thinking ability required would be much higher. For so problems, understanding them just by reading and not moving a pen, relying only on imagination, would demand even more spatial thinking ability.
And then, an even higher level of difficulty.
Spatial topology.
Topology is very complex; understanding the basics becos very difficult without sufficient spatial thinking ability.
The ’Supersymtry Analysis’ carried out by Zhao Yi is based on the mathematical system of energy; therefore, it requires a strong spatial thinking ability. So parts involve energy array ordering and spatial transformation, which demand an even higher level of spatial thinking ability.
That’s the threshold.
Without sufficient spatial thinking ability, it would be difficult to understand so of the mathematical constructions.
Of course.
For mathematicians of Qiu Chengwen’s caliber, their spatial thinking ability should be more than sufficient. The reason for not grasping so details clearly is not being familiar with the particle boundary theory and not realizing the key points of the question, causing a temporary inability to switch their thinking.
Once Zhao Yi pointed out the key points, Qiu Chengwen imdiately understood.
...
While many dostic scholars were focusing on studying Zhao Yi’s ’Supersymtry Analysis’ paper, the influence of the paper spread rapidly abroad.
Several European and Arican academic dia outlets quoted the title of Zhao Yi’s paper in their reports.
"Zhao Yi Releases Groundbreaking Research in Mathematical Physics: Supersymtry Analysis!"
"China’s ’Mathematical Physics Journal’ publishes Zhao Yi’s latest theoretical physics research, addressing the highly concerned supersymtry problem within the physics community."
"By elucidating the supersymtry problem through the latest particle boundary theory, does it an the supersymtry problem has been cracked?"
"..."
anwhile, just like in China, many mathematicians and physicists abroad began studying Zhao Yi’s latest paper.
The appeal of this paper is much higher than that of the ’Particle Boundary Theory’ paper. Because the ’Particle Boundary Theory’ is an entirely new theory, it is not easy for the physics community to accept new theories.
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