Super God-Level Top Student-Chapter 449 - 210 Obvious Demand Mismatch_2

As long as it’s a new algebraic form, there are corresponding new mathematical concepts.

For example, in superspiral space algebra, there’s a field of spiral numbers where values exist in a spiral form within space. The basic unit of this field is the "space spiral" from transcendental geometry, which extends along an imaginary spiral axis.

In such fields, the rules of operation are influenced by the spiral paths; for instance, when two spiral numbers are multiplied, their paths form a new pair of spirals in space to determine the imaginary and real parts of the result.

Similarly, in transcendental geometry, there is a concept of heterogeneous and multi-dimensional geometry. In such geometry, the dimensions of space are not confined to integers but can involve transcendental dimensions, whose existence is guided by the special properties of spiral paths.

This leads to objects in heterogeneous and multi-dimensional geometry that may possess both integer dimensions and transcendental dimensions. For example, a curve may be one-dimensional in integer dimensions but exhibit some spiral property in transcendental dimensions, although this is just the simplest case.

There are even more complex situations where, in the structures of heterogeneous and multi-dimensions, geometric structures show completely different physical characteristics.

This also forms the theoretical basis for the adjustable mass gap.

Which spiral properties are exhibited is determined by the calculation rules of the spiral number field.

Look, just these two basic concepts of new algebra and new geometry have spawned a bunch of new terms.

Spiral number field, heterogeneous and multi-dimensional geometry, space spiral, spiral axis, spiral path, transcendental dimensions... and so on.

These new terms also involve new units. Read new chapters at novelbuddy

For instance, in the spiral number field, the basic unit is a special numeric value called "rotational ordinate," expressed as: [s = r \\cdot e^{iheta}].

It involves the real part, the angle on the imaginary spiral axis, and the imaginary part.

This 𝓬ontent is taken from fгeewebnovёl.co𝙢.

As for the most basic unit in transcendental geometry, the transcendental element, it’s even more complex.

It includes the most important feature, transcendence, as well as non-Euclidean properties, and it also has dynamic evolutionary functions and connections with superspiral space algebra.

Because they can move along a transcendental path, forming a special geometric evolution process, certain functions and transcendental curves with special significance have been constructed.

For instance, a basic transcendental element (T) is expressed as (T = t_0 + t_1 \\cdot e^{iheta}), where (t_0) and (t_1) represent the real and imaginary parts, and (e^{iheta}) describes the direction of the transcendental path.

These pioneering concepts and units are interconnected and genuinely difficult to translate perfectly and appropriately.

Especially the concept of heterogeneous and multi-dimensions, Qiao Ze still has not figured out how to translate it into English.

Should it be written directly as Heterogeneous dimensionality?

The above can be understood as heterogeneous dimensions, but this is entirely different from the kind of dimensional structure the concept itself aims to represent. It’s even worse than a transliteration translation like "robustness."

Not to mention translating all of this into concepts that English-speaking scholars can quickly understand.

But if Qiao Ze had his own journal now, it would save him a lot of trouble.

He wouldn’t need to think about how to translate these new concepts necessary for proving the Yang-Mills mass problem into English.

Even the defense could be done with the Chinese version.

Once the paper is published in the journal, others will naturally take care of this for him, translating all these abstract concepts thorough and neat.

Geniuses often have a bit of OCD, or perhaps it is more accurate to say they are paranoid.

Qiao Ze is no exception. He has indeed spent many days turning over in his mind how to translate the term heterogeneous and multi-dimensional geometry from transcendental geometry into English. It seems that, other than transliteration, there is no better way.

But Qiao has always believed that transliteration lacks the beauty of mathematics. He fundamentally cannot tolerate giving such a crude translation from the bottom of his heart, so he might as well leave this task to others. Native English-speaking countries may be able to find more obscure words to describe this wonderful dynamic mathematical structure.

Luckily, to really understand his paper, one needs to seriously read and understand each concept. If it’s just for verification, then summarizing the patterns of equation solutions is enough.

...

Zhang Mingrui and Zhou Liang weren’t surprised when they heard Qiao Ze’s nod of approval for their idea.

This young man’s achievements were so significant that he could bypass the need for a report meeting; he likely cared even less about where he would publish his papers in the future.

Whether it was "Mathematics Annual" or the "New Discoveries in Mathematics and Physics" they envisaged, it was merely a vessel. Both suspected that for Qiao Ze, there really was no difference. If a person truly doesn’t care about public opinion and resides in a country or region with legal protection, they can indeed do what they wish within their circle.

If that person also possesses an irreplaceable value of extreme importance to the community, theoretically, they can do as they please.

Without a doubt, Qiao Ze fulfilled all these criteria.

"The journal name can be ’New Discoveries in Mathematics and Physics,’ published by the Xilin Institute of Mathematics, with the Science Academy’s Department of Mathematics and Physics serving as the guiding body, but my mentor Professor Li Jian Gao will join the Department next year as an associate member," said Qiao Ze, affirming the two’s suggestion and also stating his conditions.

As usual, simple and direct, then a final decision.

It wasn’t too different from the conditions proposed yesterday by Xu Dajiang, and both parties broadly accepted them.

There wasn’t much choice, as the journal, still in the planning stages, was based on the new theories pioneered by Qiao Ze.