Now prove that any three elements of A satisfy the Jacobi Identity:
[a, [b, c]] + [b, [c, a]] + [c, [a, b]] = 0.
It's fun, trust me.
posted by FlyingSheep @ 5:39 PM
Wednesday, January 17, 2001
Computation proofs are the best. Given a set A with an commutitive multiplication, define [a, b] = ab - ba.
Now prove that any three elements of A satisfy the Jacobi Identity:
[a, [b, c]] + [b, [c, a]] + [c, [a, b]] = 0.
It's fun, trust me.
Now prove that any three elements of A satisfy the Jacobi Identity:
[a, [b, c]] + [b, [c, a]] + [c, [a, b]] = 0.
It's fun, trust me.
No hidden agenda here. This is about FlyingSheep.com. Oh sure, some thoughts may seem to have nothing to do with Flying Sheep (the more mathematical thoughts in particular come to mind), but this will be an outward expression of the thoughts of the same entity that runs FlyingSheep.com.
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