In a relatively impetuous social environment, the vast majority of people pursue disciplines that can immediately show benefits.
However, theoretical mathematics is not only far from practical application, but its research results often require years or even decades of focused study.
Not to mention the risk of others solving the problem first, leading one's research astray and achieving nothing in a lifetime.
For instance, the recent experience of Sam and Frank is an example. After working for several years, they ended up with nothing, and someone else took the credit.
In this context, Qiao Yu's Generalized Modal Axiomatic System is akin to a strong booster for many mathematicians who persist in theoretical research.
Since this system can solve the upper bound problem of prime number gaps, it can naturally be used to address other number theory issues.
So the meeting was concluded, but a trickier situation for Qiao Yu is that he received many collaboration offers.
