The theoretical research officially began.
The core mbers of the theoretical group were virtually in seclusion for their studies.
Zhao Yi hoped to demonstrate the mathematical construction thod for particle transport from various angles, each of which required space mathematics analysis.
They were all doing the math work they were skilled at.
Qiu Chengwen was a specialist in Einstein’s Theory, having undertaken many mathematical works related to Einstein’s Theory including solving the Calabi conjecture regarding the existence of Kähler-Einstein trics, proving the existence of solutions to the real and complex Monge-Ampère equations, and proving high-dinsional Minkowski problems, among others.
Now, Qiu Chengwen’s starting point was to analyze the behavior of minimal surfaces in space-ti, that is, the positive mass conjecture in the General Theory of Relativity, and to continue making deductions with space mathematics.
At the sa ti, his mathematical research needed to integrate the mirror symtry conjecture, hoping to find the ’symtry’ of particle transport.
Edward Witten started with M Theory and string theory. When it ca to the issue of space dinsions and connecting to space mathematics, he could make the connection to particle transport.
String theory was sowhat closer to space mathematics compared to Einstein’s Theory.
Therefore, Edward Witten’s research progressed much faster than Qiu Chengwen’s.
Zhao Yi and Zhang Qican were also engaged in thorough analysis from the perspective of space mathematics. They understood that a complete space mathematics system provided a theoretical foundation for Z-waves and Space Link Technology.
Coupling the mathematics of both technologies with deduction would surely bring the theory closer to the facts.
Three directions, three perspectives.
After a week of continuous research, the work of several people reached a milestone, and a small internal eting was convened.
Qiu Chengwen briefly presented his research, then said, "I believe that particle transport, that is, the jumping of particles in space, also conforms to symtry."
"This symtry could be the symtry of energy and matter."
"As long as there is material transport, there will inevitably be energy loss. Considering that stripping particles from atoms requires a lot of energy, I think it is the Z-wave and Space Link Technology together that facilitate the loss of spatial energy, aning most of the energy cos from space."
"Energy certainly won’t co from nowhere, and the energy in experints simply cannot support stripping the particles from the atoms."
"So when the two technologies combine, it’s like a fla igniting combustible material, creating a bigger blaze."
"These materials are spatial energy."
Qiu Chengwen started from the principle of energy conservation, as he ntioned, stripping particles from atoms consus a trendous amount of energy.
So, what is the source of this energy?
Clearly, the Z-waves provided in the experints, including the wear and tear on the space-linking equipnt, are far from sufficient to strip the particles from the atoms.
The energy can only co from space.
From this perspective, the experint is undoubtedly very dangerous. If a space can be ’ignited,’ then other spaces might also be ignited, and the experint might indeed create an ultra-high-intensity explosion, or even generate a high-energy black hole.
What Qiu Chengwen stated wasn’t re speculation; he had also conducted a series of mathematical analyses based on known theories.
Many of these analyses were conjectural, and so conflicted with existing space theories, but nevertheless, achieving this wasn’t easy.
The comnts from the other three were, "If what you say is true, we cannot continue our research."
"This experint is just too terrifying."
"Therefore, we must first develop the theory, know how to completely control the scale of the experint before we can continue with subsequent experints."
Edward Witten then spoke about his work progress. "My idea still revolves around the dinsion issue. During the transport process, particles enter other dinsional spaces, are then squeezed out, and reappear following a pathway, being transferred to a predetermined location."
"I have studied multi-dinsional space issues with Zhao Yi before. Mass is a high-dinsional product, and particles are also high-dinsional, so transport is the transformation of high-dinsional matter."
"All matter is composed of strings; without matter, there is no space. Zhao Yi’s cosmology also supports my idea—"
Edward Witten had much to say; so content was rather well-trodden, but in the past week, his research had made the most progress since he supplented space mathematics into M Theory, perfected the boundary problems of multi-dinsional spaces, and fashioned the ’pathway’ for mass points.
According to his current conclusions, mass points travel via the pathways of multi-dinsional boundaries, entering other dinsional worlds, and then quickly being squeezed back into their original world. Understanding space transport as establishing ’pathways to multi-dinsions’ and then returning creates two pathways, with so particles entering the other pathway.
The mathematical proof of this idea was more complete than Qiu Chengwen’s proof.
Of course.
There was still much speculation and constructions that did not conform to conventional mathematics.
Then Zhang Qican also talked about his work, which was essentially to continue analyzing space mathematics in hopes of constructing a channel for ’matter transport.’
But he hadn’t been able to do so.
Zhao Yi was working on the sa thing, but likewise had not succeeded.
In fact, the research of several people all boiled down to one problem--
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