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About:
clgo:
Property_of_groups
Property
Value
rdf:
type
owl:
Class
rdfs:
label
Property of groups
rdfs:
subClassOf
owl:
Thing
prov:
wasDerivedFrom
http://en.wikipedia.org/wiki/Category:Properties_of_groups
is
rdf:
type
of
Finitely generated group
CN-group
Triple product property
Complemented group
Capable group
Abelian group
CA-group
Z-group
Locally cyclic group
Nilpotent group
Pro-p group
Torsion group
Non-abelian group
Random group
Algebraically closed group
Representation rigid group
T-group (mathematics)
Algebraic group
Triangle group
Locally finite group
Cyclic group
FC-group
Nice subgroup
P-constrained group
Elementary group
Imperfect group
Dihedral group
Elementary amenable group
Thin group (combinatorial group theory)
Parafree group
Free group
Residually finite group
Absolutely simple group
Monomial group
Word metric
Metacyclic group
Automatic group
Algebraically compact group
Critical group
Gromov boundary
Solvable group
Hopfian group
A-group
Cotorsion group
Slender group
tree 2-spanner
torsion-free word-hyperbolic group
Finite group
Hyperbolic group
Tree spanner
Free abelian group
Metanilpotent group
Class of groups
Powerful p-group
Superperfect group
Metabelian group
Monothetic group
Dedekind group
Sofic group
Stable group
group Q
HN group
Subdirectly irreducible algebra
Almost simple group
Prosolvable group
Complete group
SQ-universal group
Nielsen–Schreier theorem
Simple group
Polycyclic group
Quasisimple group
Residual property (mathematics)
Perfect group
Divisible group
Free-by-cyclic group
Infinite conjugacy class property
Serre's property FA
Surjunctive group
Baer group
Regular p-group
Tame group
Strictly simple group
Characteristically simple group
Iwasawa group
Torsion-free abelian group
virtually polycyclic group