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About:
http://dbpedia.org/class/yago/WikicatFiniteGroups
An Entity of Type:
Thing
,
from Named Graph:
http://dbpedia.org
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within Data Space:
dbpedia.org
Property
Value
rdfs:
subClassOf
yago
:Group100031264
owl:
equivalentClass
yago-res
:wikicat_Finite_groups
is
rdf:
type
of
dbr
:Rubik's_Cube
dbr
:Elementary_abelian_group
dbr
:N-group_(finite_group_theory)
dbr
:Monomial_group
dbr
:V-Cube_6
dbr
:Characteristic_2_type
dbr
:Dade's_conjecture
dbr
:Dade_isometry
dbr
:Index_of_a_subgroup
dbr
:Iwasawa_group
dbr
:L-balance_theorem
dbr
:Uniqueness_case
dbr
:Z-group
dbr
:Point_group
dbr
:Pauli_group
dbr
:Trivial_group
dbr
:Chevalley–Shephard–Todd_theorem
dbr
:Rank_3_permutation_group
dbr
:Small_subgroup_confinement_attack
dbr
:Quasidihedral_group
dbr
:Strongly_embedded_subgroup
dbr
:Quasithin_group
dbr
:Core_(group_theory)
dbr
:Quadratic_pair
dbr
:Signalizer_functor
dbr
:Component_theorem
dbr
:Deligne–Lusztig_theory
dbr
:Dempwolff_group
dbr
:Frobenius_group
dbr
:Hall_subgroup
dbr
:Pariah_group
dbr
:Special_group_(finite_group_theory)
dbr
:Symmetry_group
dbr
:A-group
dbr
:C-group
dbr
:CN-group
dbr
:Cauchy's_theorem_(group_theory)
dbr
:Local_analysis
dbr
:Thompson_factorization
dbr
:Schur_multiplier
dbr
:Alternating_group
dbr
:2E6_(mathematics)
dbr
:3-step_group
dbr
:3-transposition_group
dbr
:3D4
dbr
:Cyclic_group
dbr
:Alperin–Brauer–Gorenstein_theorem
dbr
:Feit–Thompson_theorem
dbr
:Balance_theorem
dbr
:Brauer_tree
dbr
:Brauer–Fowler_theorem
dbr
:Brauer–Suzuki_theorem
dbr
:Brauer–Suzuki–Wall_theorem
dbr
:Nilpotent_group
dbr
:Central_product
dbr
:Dicyclic_group
dbr
:Dihedral_group_of_order_6
dbr
:Fourier_transform_on_finite_groups
dbr
:Gorenstein–Harada_theorem
dbr
:Gorenstein–Walter_theorem
dbr
:Isoclinism_of_groups
dbr
:Puig_subgroup
dbr
:Quaternion_group
dbr
:Regular_p-group
dbr
:Baer–Suzuki_theorem
dbr
:Tate_cohomology_group
dbr
:Triangle_group
dbr
:Walter_theorem
dbr
:Lagrange's_theorem_(group_theory)
dbr
:Sylow_theorems
dbr
:Coherent_set_of_characters
dbr
:Hessian_group
dbr
:Thin_group_(finite_group_theory)
dbr
:Trichotomy_theorem
dbr
:ZJ_theorem
dbr
:Mitchell's_group
dbr
:Schur–Zassenhaus_theorem
dbr
:Triple_product_property
dbr
:Dihedral_group
dbr
:Aschbacher_block
dbr
:B-theorem
dbr
:Burnside_ring
dbr
:Space_group
dbr
:Classical_involution_theorem
dbr
:Classification_of_finite_simple_groups
dbr
:Fibrifold
dbr
:Group_of_GF(2)-type
dbr
:Group_of_symplectic_type
dbr
:Icosahedral_symmetry
dbr
:Carter_subgroup
dbr
:Ree_group
dbr
:Klein_four-group
dbr
:Special_linear_group
dbr
:Valentiner_group
dbr
:Vertex_of_a_representation
dbr
:Thompson_transitivity_theorem
dbr
:Lagrange's_theorem
dbr
:Lovász_conjecture
dbr
:Suzuki_groups
dbr
:Symmetric_group
dbr
:Octahedral_symmetry
dbr
:Rubik's_Cube_group
dbr
:Thompson_uniqueness_theorem
dbr
:Exceptional_character
dbr
:Finite_group
dbr
:Finitely_generated_abelian_group
dbr
:Fitting_subgroup
dbr
:Gilman–Griess_theorem
dbr
:Schreier_conjecture
dbr
:Multiplicative_group_of_integers_modulo_n
dbr
:Primary_cyclic_group
dbr
:Thompson_order_formula
dbr
:Thompson_subgroup
dbr
:Normal_p-complement
dbr
:Permutation_group
dbr
:Tetrahedral_symmetry
dbr
:PSL(2,7)
dbr
:P-constrained_group
dbr
:P-group
dbr
:P-stable_group
dbr
:Representation_ring
dbr
:Z*_theorem
dbr
:Special_abelian_subgroup
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