No video
The book didn't prove the torsion formula so I will do it for you!
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Күн бұрын
@Abhay0505 Ай бұрын
Another dub for bprp community ❤
@stephenbeck7222 Ай бұрын
lol we’ve moved way past ‘calculus basics’ here but this is excellent. Do you have a video on the ‘box product’ referenced in the very end? I looked it up and most places call it a scalar triple product.
@bprpcalculusbasics Ай бұрын
Yes, box product = scalar triple product. I don't have a video on that yet but I can tell you the proof of it, which is not too exciting, is to write vectors v, u, w, into their component forms, and just work out (v x u) dot w, like usual and recognize the final express as a result of a determinant of a 3x3 matrix, i.e. det(v, u, w)
@stephenbeck7222 Ай бұрын
@@bprpcalculusbasics thanks, just wondering if you had any other problems or applications you’d done in the past. It’s not too complex but I know you like to be thorough.
@mugger8509 Ай бұрын
This is actually really helpful for my differential geometry course!
@MathProdigy-qg5gx Ай бұрын
Great video as always!
@alexweschler9470 Ай бұрын
“det(v a j)” lol
@jomariraphaellmangahas1991 10 күн бұрын
I don't know But is it the Wronskian in the numerator?
@sca4723 Ай бұрын
T is for tensor or torsion??
@iammynick21 Ай бұрын
Check the pronunciation of the Greek letter " τ ". It is pronounced " taf " .
@lih3391 Ай бұрын
Well the english speaking world says tau, so too bad
@iammynick21 Ай бұрын
@lih3391 It is written the same in greek "ταυ" , but the last letter "υ" in the specific situation is pronounced "f" in greek language.
@cdkw2 Ай бұрын
What book is that? I might get to learn something new from it as my holidays are approaching!
@bprpcalculusbasics Ай бұрын
Thomas calculus.
@cdkw2 Ай бұрын
@@bprpcalculusbasics Thanks!
@joshuahillerup4290 Ай бұрын
Next 4D, and then Minkowski space, and then start learning about general relativity?
bprp calculus basics
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