WikicatPropertiesOfGroups

An Entity of Type: Thing, from Named Graph: http://dbpedia.org, within Data Space: dbpedia.org

Property	Value
rdfs:subClassOf	yago:Property113244109
owl:equivalentClass	yago-res:wikicat_Properties_of_groups
is rdf:type of	dbr:Metacyclic_group dbr:Metanilpotent_group dbr:Monomial_group dbr:Algebraic_group dbr:Algebraically_closed_group dbr:Algebraically_compact_group dbr:Almost_simple_group dbr:Hyperbolic_group dbr:Characteristically_simple_group dbr:Dedekind_group dbr:Iwasawa_group dbr:Metabelian_group dbr:Strictly_simple_group dbr:Z-group dbr:Complete_group dbr:Non-abelian_group dbr:Simple_group dbr:Core_(group_theory) dbr:Critical_group dbr:Arithmetic_group dbr:Artin_group dbr:Complemented_group dbr:Perfect_group dbr:Polycyclic_group dbr:Superperfect_group dbr:T-group_(mathematics) dbr:A-group dbr:CN-group dbr:Acyclic_space dbr:Divisible_group dbr:HN_group dbr:Locally_finite_group dbr:Semisimple_algebraic_group dbr:Subdirectly_irreducible_algebra dbr:Cyclic_group dbr:Nilpotent_group dbr:Residual_property_(mathematics) dbr:Residually_finite_group dbr:Cotorsion_group dbr:Triangle_group dbr:Abelian_group dbr:Absolutely_simple_group dbr:Thin_group_(combinatorial_group_theory) dbr:Triple_product_property dbr:Dihedral_group dbr:Automatic_group dbr:CA-group dbr:Gromov_boundary dbr:Capable_group dbr:Slender_group dbr:Solvable_group dbr:Nielsen–Schreier_theorem dbr:FC-group dbr:Imperfect_group dbr:Powerful_p-group dbr:Representation_rigid_group dbr:Word_metric dbr:Finite_group dbr:Quasisimple_group dbr:Random_group dbr:SQ-universal_group dbr:Supersolvable_group dbr:P-constrained_group dbr:Parafree_group

This content was extracted from Wikipedia and is licensed under the Creative Commons Attribution-ShareAlike 3.0 Unported License