Which of these do you want to learn more about: - What e^A means when A is a matrix - How to think about solutions to linear systems of ordinary differential equations.
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Replying to @3blue1brown
I'm sure you've seen this (and maybe we've talked about it?), but just in case not, it's a very good paper with one of the best titles ever: "19 dubious ways to exponentiate a matrix" http://www.cs.cornell.edu/cv/researchpdf/19ways+.pdf …
4 replies 10 retweets 93 likes -
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Replying to @3blue1brown
It's a really fun exercise in realizing how many ways there are to think about a mathematical object!
2 replies 0 retweets 11 likes -
Replying to @michael_nielsen @3blue1brown
A beautiful little result about exponentiation that should be much better known is this result of Thompson's; it says exponentiation of Hermitian matrices almost commutes.pic.twitter.com/LotR9av0cf
3 replies 11 retweets 51 likes
The history and proof of the theorem is actually rather complex, but is described in section II.A of this paper (bottom left, page 2): https://arxiv.org/pdf/quant-ph/0307190.pdf …
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