22/12/04 19:56:50.25 KaQToYG3.net
The proof of the Riemann hypothesis is due to the spin 1/2 of the Grassmann number fermion.
So far, the complex plane has the unit circle from 0 to 1.
Using the linear space of x^1=1 of y=x+z, I was forced to use y=x^2 and y=x^3. As a result, Fermat's last theorem concludes that there is no integer solution for x^3+y^3=z^3.
Therefore, in the high-dimensional integer Cartesian coordinate system, the hypotenuse used in the Pythagorean theorem on the two-dimensional plane becomes the coordinate axis of the high-dimensional integer dimension. When origin 0 is used as common, origin 0 becomes the only common point in high-dimensional space and the point required for the reference of other spaces. Integer high-dimensional coordinate axes in a two-dimensional plane rotate around the circumference of the unit circle 1.