Hmm, standard embedding to which dimension
Comment on Het!
kogasa@programming.dev 3 weeks agoSpecifically, the thing that exists is a regular homotopy of immersions from the standard embedding to its opposite. The “rules” aren’t supposed to be self evident, they’re part of a broader context in topology
someacnt_@lemmy.world 3 weeks ago
kogasa@programming.dev 3 weeks ago
R^(3) specifically
someacnt_@lemmy.world 3 weeks ago
Welp, my head cannot comprehend how that is possible. How is it deforming the shape around?
captain_aggravated@sh.itjust.works 3 weeks ago
“Our society has enabled people to go to college for too long without actually contributing anything.”
kogasa@programming.dev 3 weeks ago
Yeah, basic graduate level math is a lot more useful than whatever you do with your life to warrant such an attitude.
captain_aggravated@sh.itjust.works 3 weeks ago
Oh really? Let’s try a thought experiment, shall we?
In Universe A, let’s round up everyone with at least a master’s degree in math and shoot them.
In Universe B, let’s round up all the mechanics and shoot them.
Which one goes to shit faster?
kogasa@programming.dev 3 weeks ago
Did they teach you how to formulate thought experiments in the shop?