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Is there a way to find $B,C$ such that $A=[B,C]$?

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#linear-algebra #matrices #lie-algebras
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Space of operators on function

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#operator-theory #lie-algebras #operator-algebras
237
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Invariance under conjugation, equivalent in Lie Group and Lie Algebra?

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#lie-groups #lie-algebras
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Exponents of a semisimple Lie algebra

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#representation-theory #lie-algebras
104
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Is the restricted enveloping algebra local?

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#abstract-algebra #ring-theory #lie-algebras
55
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Why is the restricted nullcone a variety?

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#algebraic-geometry #lie-algebras
657
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Is there a good list of accidental Lie algebra isomorphisms?

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#lie-algebras
671
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The trace as an integral over a sphere

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#calculus #linear-algebra #lie-algebras
135
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Kac-Moody root datum introductory text?

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#lie-algebras #root-systems
235
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$\mathfrak{so}(n)$ has trivial center when $n\geq 3$

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#linear-algebra #abstract-algebra #lie-algebras
62
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Advice on proving a tricky inequality

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#sequences-and-series #combinatorics #lie-groups #lie-algebras
1.6k
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What's wrong with my proof that reductive Lie algebras are semisimple?

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#lie-algebras
111
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Uniqueness of decomposition of $\mathfrak{sl}(2,\mathbb{C})$-modules

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#representation-theory #lie-algebras
255
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Representation theory and particle physics

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#representation-theory #lie-groups #lie-algebras #mathematical-physics
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If the Lie algebra is a direct sum, then the Lie group is a direct product?

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#lie-groups #lie-algebras

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