The thoughts of the two elderly individuals are purer; they simply hope that Qiao Yu can make more contributions in theoretical mathematics. Even though it may take many unknown years before this number theory knowledge is applied.
To hear the Tao in the morning and die in the evening would be sufficient. Especially as mathematics is a discipline created by humans to understand nature, there are still many basic unsolved mysteries.
The puzzles here are not just the unsolved world-class problems, but also include the most fundamental theories, such as the limitations of contemporary mathematics.
According to Godel's incompleteness theorem: any consistent formal system contains propositions that cannot be proven or disproven.
Including many systems that feel mind-boggling when proposed. For the concept of infinity in mathematics, can it also be divided into sizes?
For example, Cantor's continuum hypothesis, is the size of the set of real numbers the smallest uncountable infinity?
