数学推理可以相当系统地看作是两种能力的结合运用，我们可以称之为直觉和独创性。
I think it's important to keep challenging yourself and not get too comfortable.
"The true measure of a man is how he treats someone who can do him absolutely no good."
You are not defined by your past, you are prepared by your past.
最终，我们都是故事。重要的是我们如何讲述它们。
"Understanding quantum mechanics is not about accepting its strangeness, but about embracing it as a fundamental aspect of reality."
We teach a subject not to produce little living libraries on that subject, but rather to get a student to think mathematically for himself.
The difference between ordinary and extraordinary is that little extra.