Tian Yanzhen knew that Qiao Yu was deeply immersed in his paper, and didn't want to disturb him, just as when he himself was reading a paper and didn't want to be disturbed by anything or anyone.
The human mind, especially in mathematics, requires continuity, and once you're immersed in a certain state, getting interrupted makes it difficult to return to that state.
And indeed, that is the case.
Peter Schultz's paper seemed to open a new world to Qiao Yu.
Never before had those complex algebraic symbols and high-dimensional geometric structures appeared so vividly in Qiao Yu's mind as they did today.
He couldn't even accurately describe this feeling with words.
If Qiao Yu had to describe it, it would probably be an anti-intuitive geometric sensation.
After seriously diving into the paper, his brain seemed occupied by countless high-dimensional geometric spaces, but these spaces were not as smooth and continuous as the Euclidean spaces we see in daily life, but were segmented.
