However, speaking of which, someone else doing the verification work means that he himself has to handle these transformations.
After all, transforming the problem requires a very clear understanding of this axiomatic system and a high level of mathematical insight.
Similarly, solving the Riemann Conjecture follows the same steps. First, convert the classic statement into a geometric representation within this framework, decompose the problem, and then prove each part.
This step actually went quite smoothly.
In fact, the transformation of the Riemann Conjecture is even simpler than the Twin Prime Conjecture.
Moreover, in classical interpretation, all zeros are distributed on a line. In the modal space, they are distributed on a hyperplane.
Of course, completing the transformation does not mean the problem can be solved immediately; there are still many things to define to achieve this step.
