Category:Group theory
Wikimedia Commons has media related to Group theory.
In mathematics, a group is a set, together with a binary operation satisfying certain axioms, detailed in the group article.
Subcategories
This category has the following 26 subcategories, out of 26 total.
Next items are not visible in browsers without Javascript
Next items are not visible in browsers without Javascript
Pages in category "Group theory"
The following 200 pages are in this category, out of 233 total.
Next items are not visible in browsers without Javascript(previous page) (next page)
0–9
A
B
C
- Caesar cipher
- Cannon–Thurston map
- Category of groups
- Cayley graph
- Center (group theory)
- Centralizer and normalizer
- Character group
- Character table
- Class function
- Class of groups
- Classification of finite simple groups
- CN-group
- Co-Hopfian group
- Cohomological dimension
- Commutator
- Commutator subgroup
- Commuting graph
- Complement (group theory)
- Complex reflection group
- Component (group theory)
- Conjugacy class
- Conjugacy class sum
- Conjugacy problem
- Conjugation of isometries in Euclidean space
- Convergence group
- Core (group theory)
- Coset
- Cosocle
- Coxeter complex
- Coxeter notation
- Cremona group
- Crystallographic restriction theorem
- Curie's principle
- Cycle graph (algebra)
D
E
F
G
- G-module
- Generalized dihedral group
- Generalized polygon
- Generating set of a group
- Geometric group theory
- Grigorchuk group
- Group action
- Group analysis of differential equations
- Group cohomology
- Group extension
- Group homomorphism
- Group isomorphism
- Group isomorphism problem
- Group object
- Group of Lie type
- Group representation
- Group structure and the axiom of choice
- Gruppentheorie und Quantenmechanik
H
I
L
M
N
O
P
- P-compact group
- P-group generation algorithm
- Parity of a permutation
- Perfect core
- Picard modular group
- Point group
- Point groups in three dimensions
- Point groups in two dimensions
- Polar point group
- Pontryagin product
- Power automorphism
- Power closed
- Principal homogeneous space
- Principal ideal theorem
- Principalization (algebra)
- Projective representation
- Prosolvable group
Next items are not visible in browsers without Javascript(previous page) (next page)
This category content has been reduced to only pages contained in the ZIM file.
Category: