i4 : subalgebraBasis A
o4 = | t_(2,2)t_(3,3)-t_(2,3)t_(3,2) t_(2,1)t_(3,3)-t_(2,3)t_(3,1)
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t_(2,1)t_(3,2)-t_(2,2)t_(3,1) t_(1,2)t_(3,3)-t_(1,3)t_(3,2)
------------------------------------------------------------------------
t_(1,2)t_(2,3)-t_(1,3)t_(2,2) t_(1,1)t_(3,3)-t_(1,3)t_(3,1)
------------------------------------------------------------------------
t_(1,1)t_(3,2)-t_(1,2)t_(3,1) t_(1,1)t_(2,3)-t_(1,3)t_(2,1)
------------------------------------------------------------------------
t_(1,1)t_(2,2)-t_(1,2)t_(2,1)
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t_(1,1)t_(2,2)t_(3,1)t_(3,3)-t_(1,1)t_(2,3)t_(3,1)t_(3,2)-t_(1,2)t_(2,1)
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t_(3,1)t_(3,3)+t_(1,2)t_(2,3)t_(3,1)^2+t_(1,3)t_(2,1)t_(3,1)t_(3,2)-t_(1
------------------------------------------------------------------------
,3)t_(2,2)t_(3,1)^2 t_(1,1)t_(1,3)t_(2,2)t_(3,3)-t_(1,1)t_(1,3)t_(2,3)t
------------------------------------------------------------------------
_(3,2)-t_(1,2)t_(1,3)t_(2,1)t_(3,3)+t_(1,2)t_(1,3)t_(2,3)t_(3,1)+t_(1,3
------------------------------------------------------------------------
)^2t_(2,1)t_(3,2)-t_(1,3)^2t_(2,2)t_(3,1) |
1 11
o4 : Matrix R <-- R
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