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:Sp_{2n}(C)
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sp_{2n}(C)
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gptkb:e_{7(-133)}
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gptkb:e_{7(-133)}_Lie_algebra
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gptkb:Projective_Special_Linear_Group_of_2x2_Real_Matrices
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gptkb:sl(2,_R)
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gptkb:SO(n+1,_R)
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so(n+1, R)
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gptkb:Special_Linear_Group_of_2x2_Complex_Matrices
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gptkb:sl(2,_C)
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gptkb:solvable_Lie_group
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solvable Lie algebra
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gptkb:GL_1(C)
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C
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gptkb:SO(9)
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so(9)
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gptkb:SO(10,ℂ)
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so(10,ℂ)
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gptkb:Lorentz_group_for_p=1,_q=2
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so(1,2)
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gptkb:SO(10,C)
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so(10,C)
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gptkb:Spin(3)
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so(3)
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gptkb:G_2_group
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g_2
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gptkb:SO(n+1,_ℂ)
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so(n+1, ℂ)
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gptkb:general_linear_group_GL(10,_R)
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gl(10, R)
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gptkb:SL_2(R)_(in_analytic_topology)
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sl_2(R)
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gptkb:SU(2n)
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su(2n)
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gptkb:SU(n+1)_Lie_group
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su(n+1)
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gptkb:GL(n,C^n)
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gptkb:gl(n,C)
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gptkb:Sp(2,_R)
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sp(2, R)
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