Category:Ring theory
In mathematics, ring theory is the study of rings—algebraic structures in which addition and multiplication are defined and have similar properties to those familiar from the integers.
Subcategories
This category has the following 8 subcategories, out of 8 total.
Pages in category "Ring theory"
The following 200 pages are in this category, out of approximately 212 total. This list may not reflect recent changes.
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- Acceptable ring
- Additive identity
- Additive map
- Algebra (ring theory)
- Algebra extension
- Almost commutative ring
- Amitsur complex
- Annihilator (ring theory)
- Antiisomorphism
- Approximation property (ring theory)
- Arithmetical ring
- Artin algebra
- Artinian ideal
- Artinian ring
- Associated graded ring
- Automorphic number
- Azumaya algebra
B
C
- Category of rings
- Center (ring theory)
- Central polynomial
- Central simple algebra
- Centralizer and normalizer
- Change of rings
- Characteristic (algebra)
- Classification of Clifford algebras
- Clean ring
- Clifford algebra
- Coherent ring
- Commutative ring
- Complex-base system
- Composition ring
- Conductor (ring theory)
- Connected ring
- Cyclic algebra
D
G
I
L
M
N
P
R
S
- SBI ring
- Schreier domain
- Semi-local ring
- Semi-simplicity
- Semifield
- Seminormal ring
- Semiprime ring
- Semiprimitive ring
- Semiring
- Semisimple module
- Serial module
- Severi–Brauer variety
- Signed-digit representation
- Simple algebra (universal algebra)
- Simple ring
- Simplicial commutative ring
- Singular submodule
- Solenoid (mathematics)
- Square-free element
- Stably finite ring
- Subring
- Sylvester domain
- Symmetric algebra
T
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