- #1
Diophantus
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I am trying to costruct a proof relating to the tangent space of SL(n). I'm almost there but all I need to show that if B is an arbitary constant traceless nxn matrix then there exists an A(t) (nxn) with the following properties:
i) detA = 1
ii) A'(0) = B.
Just a tip in the right direction would be great thanks.
i) detA = 1
ii) A'(0) = B.
Just a tip in the right direction would be great thanks.