The Path to Learning Calculus

Starting from the rational numbers at the beginning, we have already deduced the irrational numbers, and then boldly assumed that the smallest length Planck existing in nature is rational, and his gap corresponds to the irrational number. Under the conditions of measurement, the derivation is established. As the measurement continues to deepen, various tools have begun to be introduced into the space, such as Euclidean, Riemannian space, and graphs. . . , Little by little derivation, careful argumentation, deducing the following chapters in the front, constantly filling in the holes later, and slowly and slowly establishing strict definitions bit by bit, unveiling the incomprehensible face of strict definitions in mathematics. Of course, it is proven mathematics. I can talk about it slowly and show it bit by bit. For world-wide problems, I will submit my thesis first. The waiting time for external review of this thing is super long. Drunk