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maximal compact subgroup
URI:
https://gptkb.org/prop/maximal_compact_subgroup
19
triples
GPTKB property
Random triples
Subject
Object
gptkb:Sp(2n,_C)
gptkb:USp(2n)
gptkb:SO(5,_C)
gptkb:SO(5)
gptkb:special_linear_group_SL(3,C)
gptkb:SU(3)
gptkb:G2_Lie_group
gptkb:SU(2)_×_SU(2)
gptkb:E_{6(-26)}
gptkb:F4
gptkb:SO(10,ℂ)
gptkb:SO(10)
gptkb:Sp(n,_C)
USp(n)
gptkb:exceptional_Lie_group_G2
SU(2) × SU(2)/Z2
gptkb:Lie_algebra_E_6
USp(8)
gptkb:E_8_(split_real_form)
gptkb:Spin(16)/Z_2
gptkb:Lie_algebra_E_6
gptkb:SU(6)_×_SU(2)
gptkb:Sp(2n,C)
gptkb:USp(2n)
gptkb:E7_Lie_group
(SU(8)/Z2) in E7(7)
gptkb:sl(n,R)
gptkb:SO(n)
gptkb:Sp(4,_C)
USp(4)
gptkb:Special_Orthogonal_Group_in_10_dimensions_over_the_complex_numbers
gptkb:SO(10)
gptkb:SO(7,_C)
gptkb:SO(7)
gptkb:Special_Unitary_Group_of_degree_6
gptkb:SU(6)
gptkb:Sp_{2n}(C)
gptkb:USp(2n)