Category:Group theory
Articles and media on this topic in other Wikimedia projects can be found at: Commons Category Group theory Wikimedia Commons has media related to: Group theoryIn mathematics, a group is a set, together with a binary operation satisfying certain axioms, detailed in the group article.
Group theory is that branch of mathematics concerned with the study of groups.
(previous 200) (next 200)
Subcategories
This category has the following 18 subcategories, out of 21 total.
A
C
D
F
G
I
L
M
O
P
R
Pages in category "Group theory"
The following 182 pages are in this category, out of 226 total. Updates to this list can occasionally be delayed for a few days.
*
A
- Absolutely convex set
- Absolutely simple group
- Additive identity
- Affine group
- Affine manifold
- Artin group
- Automorphisms of the symmetric and alternating groups
B
- (B, N) pair
- Baby-step giant-step
- Banach–Tarski paradox
- Bianchi group
- Bicommutant
- Bimonster
- Bol loop
- Braid group
- Building (mathematics)
- Burnside ring
- Burnside theorem
- Burnside's lemma
- Burnside's problem
C
- C closed subgroup
- CEP subgroup
- CN group
- Caesar cipher
- Capable group
- Cartan-Dieudonné theorem
- Category of abelian groups
- Category of groups
- Cayley graph
- Cayley's theorem
- Center (group theory)
- Central series
- Centralizer and normalizer
- Character group
- Characteristic subgroup
- Characteristically simple group
- Chief series
- Circle group
- Class automorphism
- Class function
- Classification of finite simple groups
- Cohomological dimension
- Commutant
- Commutator
- Commutator subgroup
- Complement (group theory)
- Complete group
- Complex reflection group
- Component (group theory)
- Composition series
- Congruence subgroup
- Conjugacy class
- Conjugacy class sum
- Conjugate closure
- Conjugation of isometries in Euclidean space
- Core (group)
- Coset
C cont.
- Coset enumeration
- Coxeter group
- Cremona group
- Critical group
- Crystallographic restriction theorem
- Cycle graph (algebra)
D
E
- Elementary group theory
- Elliptic curve
- Embedding problem
- Engel group
- Erlangen program
- Euclidean plane isometry
- Even and odd permutations
- Examples of groups
- Extensible automorphism
- Extension problem
F
- Family automorphism
- Fitting length
- Fitting's theorem
- Fixed points of isometry groups in Euclidean space
- Frattini subgroup
- Frattini's argument
- Free group
- Free product
- Frieze group
- Fully normalized subgroup
- Fundamental theorem of Galois theory
G
- Gain group
- Galois group
- Galois theory
- Generalized n-gon
- Generating set of a group
- Golod–Shafarevich theorem
- Group (mathematics)
- Group action
- Group cohomology
- Group extension
- Group homomorphism
- Group isomorphism
- Group object
- Group of Lie type
H
- HN group
- HNN extension
- Hall–Janko graph
- Hamiltonian group
- Heisenberg group
- Herzog–Schönheim conjecture
- Hidden subgroup problem
- Higman–Sims graph
- Holomorph (mathematics)
- Hurwitz's automorphisms theorem
I
I cont.
K
L
- Landau's function
- Latin square property
- Lattice of subgroups
- Length function
- List of character tables for chemically important 3D point groups
- List of finite simple groups
- List of spherical symmetry groups
- Loop braid group
- Lovász conjecture
- Lyndon–Hochschild–Serre spectral sequence
M
- Maximal subgroup
- Metabelian group
- Metacyclic group
- Metanilpotent group
- Modular arithmetic
- Modular group
- Monomial group
- Monstrous moonshine
- Moufang loop
- Multiplicative group
- Multiplicative group of integers modulo n
N
O
P
- P-compact group
- P-group
- Perfect core
- Perfect group
- Periodic group
- Point group
- Point groups in three dimensions
- Point groups in two dimensions
- Polycyclic group
- Power automorphism
- Power closed
- Powerful p-group
- Principal homogeneous space
- Principal ideal theorem
- Product of group subsets
Q
R
- Real tree
- Reflection group
- Regular p-group
- Representation ring
- Retract (group theory)
- Root group
- Rédei's theorem
S
Link former page on this page
-
[[wikipedia@pedia]] 0
-
[[wikipedia@pedia]] 0
-
[[wikipedia@pedia]] 0
-
[[wikipedia@pedia]] 0
-
[[wikipedia@pedia]] 0
-
[[wikipedia@pedia]] 0
-
[[wikipedia@pedia]] 0
-
[[wikipedia@pedia]] 0
-
[[wikipedia@pedia]] 0
-
[[wikipedia@pedia]] 0
-
[[wikipedia@pedia]] 0
-
[[wikipedia@pedia]] 0
-
[[wikipedia@pedia]] 0
-
[[wikipedia@pedia]] 0
-
http://wikipedia.atpedia.jp/wiki/%E9%BA%BB%E5%A9%86%E8%B1%86%E8%85%90
-
http://wikipedia.atpedia.jp/wiki/%E7%94%9F%E4%B9%B3
-
[[wikipedia@pedia]] 0
-
[[wikipedia@pedia]] 0
-
[[wikipedia@pedia]] 0
-
[[wikipedia@pedia]] 0