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Lie algebras
Commuting matrices and matrix commutators
[
337
/
64%
]
Subtopics
Commuting operators, simultaneous diagonalization and triangularization
[
98
/
58%
]
Linear matrix equations
[
44
/
77%
]
Commutators of Kronecker products
[
30
/
53%
]
Baker-Campbell-Hausdorff and Zassenhaus formulas
[
29
/
79%
]
Trace-zero matrices and commutators
[
21
/
71%
]
Computing commutators of given matrices
[
18
/
56%
]
Anticommutators and anticommuting matrices
[
15
/
60%
]
Commutativity and products of symmetric and Hermitian matrices
[
15
/
67%
]
Identities for matrix commutators
[
15
/
67%
]
When matrices commute
[
15
/
53%
]
Matrices with prescribed commutation relations
[
14
/
50%
]
Matrices commuting with all matrices of a class
[
11
/
82%
]
Commutators of matrix exponentials
[
7
/
57%
]
Ladder relations [H,E] = aE
[
7
/
57%
]
Jordan algebras
[
6
/
67%
]
Norm bounds for commutators
[
3
/
67%
]