non-abelian Lie algebra
C43710
concept
A non-abelian Lie algebra is a Lie algebra whose Lie bracket is not identically zero on all pairs of elements, meaning there exist elements whose bracket does not commute.
Observed surface forms (4)
- complex Lie algebra ×1
- matrix Lie algebra ×1
- semisimple Lie algebra ×1
- simple Lie algebra ×1
Instances (2)
- Heisenberg Lie algebra
- sl(2,C) via concept surface "complex Lie algebra"