Dear all,
Is there a way of calculating the adjoint representation of a matrix Lie
group in sage?
Specifically, can we calculate linear maps like
[image: {\displaystyle \operatorname {Ad} _{e^{X}}=e^{\operatorname {ad}
_{X}},}]
for vectors X of the Lie Algebra? The notation is from
https://en.wikipedia.org/wiki/Baker%E2%80%93Campbell%E2%80%93Hausdorff_formula#An_important_lemma_and_its_application_to_a_special_case_of_the_Baker%E2%80%93Campbell%E2%80%93Hausdorff_formula
Please direct me in the right direction, if I posted in the wrong
place/formatting.
Saumya
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