If all of the above difficulties can be overcome, then the theory of tilting involved in a complete space really makes one scratch their head. This concept, by introducing a new perspective of algebraic geometry, relates a p-adic complete body with a perfect body of characteristic p.
But this connection is very abstract, involving algebraic closure, whole closure, and other extremely abstract mathematical techniques...
In other words, this theory cannot be understood through the existing mathematical framework, and to understand Peter Schultz's ideas, one needs to establish an entirely new mathematical system in their mind.
Qiao Yu just casually glanced at a paper on this topic that he downloaded yesterday, and today he seems to already understand it?!
Is this the advantage of having a weak foundation? No, if the foundation is weak, such papers should be incomprehensible in the first place.
