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On nilpotent Lie algebras arising from parabolic subalgebras and quivers --- three-step cases
Nilpotent Lie groups are important subjects for studying spacial left-invariant geometric structures. However, nilpotent Lie groups are impossible to classify, and even the two-step case has not been classified. There are several classes of examples of nilpotent Lie algebras that arise with higher n
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