Alex Kritchevsky

I tend to think that results which appear to be surprising or paradoxical (or even just overly complex) are in fact bad results, and are better thought of as indicators of places that our foundations have gone wrong.

I have a bunch of notations I like to use for linear algebra and vector calculus which are at this point scattered across various notes and posts.

Some connections between things, which I have not seen elsewhere.

I have spent a lot of time trying to think intuitively about calculus, Taylor series, divergent series, and things like that.

Still more investigation into why \((-\frac{1}{2})!