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Re:Understanding Quaternions by twtw on Saturday October 20, 2018 @06:54PM (#18265917)
I don't know, but here are my ideas:

- quaternions maybe have a more interesting backstory than other constructs. Not everything was carved into stone.

- quaternions never really became part of mainstream mathematical education. This makes them more niche and strange, and worth telling a story about. It's not as interesting to tell a story about something commonplace.

Re:Understanding Quaternions by Entalpi on Sunday October 21, 2018 @05:54AM (#18267352)
People should read up on Galois theory and the story behind it. It involves a french youth, the french revolution, groundbreaking maths, and tangentially Poisson, Fourier and Cauchy, Gauss, Jacobi.

His life should be a movie. :-)

Re:Understanding Quaternions by twtw on Sunday October 21, 2018 @11:10AM (#18268368)
It's always been interesting to me that both Galois and Abel accomplished so much despite dying so young.

Most introductions to Galois theory that I've read have mentioned his duel.

Re:Understanding Quaternions by rzzzt on Sunday October 21, 2018 @06:13AM (#18267385)
The Determinants of a Matrix