Lie algebra
255
triples
GPTKB property
Alternative names (4)
LieAlgebra
•
associated Lie algebra
•
has Lie algebra
•
hasLieAlgebra
Random triples
| Subject |
Object |
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gptkb:SL(3,C)
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gptkb:sl(3,C)
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gptkb:reductive_Lie_group
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reductive Lie algebra
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gptkb:Spin(11)
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spin(11)
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gptkb:Sp(4,_C)
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sp(4, C)
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gptkb:SL(n,_C)
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gptkb:sl(n,_C)
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gptkb:An_(Dynkin_type)
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sl(n+1)
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gptkb:E7_root_system
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gptkb:E7_Lie_algebra
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gptkb:SO^+(1,3)
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so(1,3)
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gptkb:E_6_(mathematics)
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gptkb:E_6_Lie_algebra
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gptkb:Special_Orthogonal_Group_in_10_dimensions_over_the_complex_numbers
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so(10, C)
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gptkb:Spin(12,C)
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gptkb:so(12,C)
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gptkb:Spin(7,C)
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spin(7,C)
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gptkb:Lorentz_group_SO(1,_n-1)
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so(1, n-1)
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gptkb:Sp(n)
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gptkb:sp(n)
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gptkb:SL(n,_R)
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gptkb:sl(n,_R)
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gptkb:unitary_group_U(n)
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u(n)
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gptkb:orthogonal_group_O(n)
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so(n)
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gptkb:E_8_root_system
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gptkb:E_8_Lie_algebra
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gptkb:SL(n,R)
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gptkb:sl(n,R)
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gptkb:Special_Orthogonal_Group_in_N_dimensions
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so(N)
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