isQuotientOf

URI: https://gptkb.org/prop/isQuotientOf

461 triples

GPTKB property

Alternative names (12)

hasQuotient • is a quotient of • isQuotientBy • isQuotientGroup • isQuotientGroupOf • quotient • quotientBy • quotientByCenter • quotientGroup • quotientGroupOf • more

Random triples

Subject	Object
gptkb:reduced_group_C*-algebra	gptkb:full_group_C*-algebra
gptkb:SU(6)/Z_6	gptkb:SU(6)
gptkb:symplectic_group_over_finite_fields	general symplectic group
gptkb:PSL(2,_Z)	gptkb:SL(2,_Z)
gptkb:PGL(2,_C)	center of GL(2, C)
gptkb:PSL_4(2)	gptkb:SL_4(2)
gptkb:SL(2,5)	gptkb:A5
gptkb:GL(2,5)	PGL(2,5)
gptkb:SL(2,5)	gptkb:binary_icosahedral_group
gptkb:Conway_group_Co1	gptkb:Conway_group_Co0
gptkb:PSL(2,_Z_n)	SL(2, Z_n)
gptkb:GL(2,C)	gptkb:PGL(2,C)
gptkb:Trivial_group	any group by itself
gptkb:SL(2,C)	gptkb:PSL(2,C)
gptkb:Siegel_modular_variety	gptkb:Siegel_upper_half-space
gptkb:PSU(2,2\|4)	SU(2,2\|4)
gptkb:PGL(2,C)	center of GL(2,C)
gptkb:PGL(n,C)	center of GL(n,C)
gptkb:compact_Hermitian_symmetric_space	compact Lie group by closed subgroup
gptkb:PSL_2(C)	center of SL_2(C)