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Re:What is the inverse of a vector? by nocturnial on Wednesday November 03, 2021 @06:02AM (#29092704)
> Ah, another geometric algebra evangelist?

Heh, this made me chuckle and this is reason why I read HN comments. I can't help but to picture someone ringing your doorbell early on an sunday and saying: "Hi! Have you considered inverting vectors?" slams door "Who was it?" "It was just another of those damned geometric algebraists"

Re:What is the inverse of a vector? by Grustaf on Wednesday November 03, 2021 @07:41AM (#29093331)
Haha that reminds me, got to put back that "No beggars or geometric albraists" sign!