"The subjects of discussion in Hodge Theater mainly included two categories."
"'Étale-like objects' and 'Frobenius-like objects.'"
"Roughly speaking, the former were usually denoted by D, given by the abstract topological group π1(X), and considered a group of inner automorphisms. Likewise, as described in IUTT theory, we could consider finite étale covers of an abstract Galois category without choosing a base point."
"..."
Xiao Yi began his explanation.
His tone was slow, yet forceful.
He seemed extremely confident in what he was saying. Even as he deliberately slowed down and allowed the many mathematical scholars present to scrutinize his words, he did not seem worried in the slightest that they would find any flaws.
Everyone present followed his slow explanation and began analyzing it seriously.
Though they did not really believe Xiao Yi's idea would become the final conclusion to end this debate, Schultz had allowed him to continue, and Shinichi Mochizuki had not immediately pointed out any errors. On the contrary, judging by his expression, he even seemed unusually stumped.
Combined with the confidence Xiao Yi displayed as he spoke slowly...
Perhaps a miracle really might happen?
Of course, in their eyes, Xiao Yi was speaking slowly because of confidence. In reality, it was because this was his first time giving a speech in english, and a mathematical one at that, so he had slowed down to avoid saying something wrong.
Still, he was confident in his idea.
In fact, after listening to Schultz and Shinichi Mochizuki after the fifth question, he had noticed that something was wrong.
Their argument used ideas from his "Non-singular Analytic and Absolute Remote Abelian Conjecture."
Thus, not only could he understand what they were saying, he could also understand how they had reached their respective conclusions.
Although he had not finished reading Shinichi Mochizuki's