Category:Algebraic structures

• Algebraic structure (computing)

A

• Action algebra (computing)
• Additive group (computing)
• Affine monoid (computing)

B

• Baer *-semigroup (computing)
• Band (algebra) (computing)
• Band (mathematics) (computing)
• Baumslag–Gersten group (computing)
• BCK algebra (computing)
• BF-algebra (computing)
• Biordered set (computing)
• Biquandle (computing)
• Boolean algebra (structure) (computing)

C

• C-semiring (computing)
• Cancellative semigroup (computing)
• Class of groups (computing)
• Clifford semigroup (computing)
• Commutative ring (computing)
• Complete Heyting algebra (computing)
• Completely regular semigroup (computing)
• Composition ring (computing)

D

• Damm algorithm (computing)
• Domain (ring theory) (computing)
• Double groupoid (computing)

E

• E-dense semigroup (computing)
• E-semigroup (computing)
• Effect algebra (computing)
• Elliptic algebra (computing)
• Empty semigroup (computing)
• Epigroup (computing)
• Essential dimension (computing)
• Exponential field (computing)
• Exponentially closed field (computing)

F

• Field (mathematics) (computing)
• Finite lattice representation problem (computing)
• Finitely generated abelian group (computing)
• Foulis semigroup (computing)

G

• Generic matrix ring (computing)
• Grothendieck group (computing)
• Group (mathematics) (computing)
• Groupoid (computing)

H

• Hardy field (computing)

I

• I-semigroup (computing)
• Ideal (ring theory) (computing)
• Infrastructure (number theory) (computing)
• Integral closure of an ideal (computing)
• Integral element (computing)
• Inverse semigroup (computing)

J

• J-structure (computing)
• Jónsson–Tarski algebra (computing)

K

• Kasch ring (computing)
• Kleene algebra (computing)

L

• Lattice (order) (computing)
• Lindenbaum–Tarski algebra (computing)

M

• Magma (algebra) (computing)
• Matrix field (computing)
• Matrix ring (computing)
• Matrix semialgebra (computing)
• Matrix semiring (computing)
• Module (mathematics) (computing)
• Monogenic semigroup (computing)
• Monoid (computing)
• Monus (computing)
• Moufang polygon (computing)
• Multiplicative group (computing)
• MV-algebra (computing)

N

• N-ary group (computing)
• Near-field (mathematics) (computing)
• Near-semiring (computing)
• Nowhere commutative semigroup (computing)
• Numerical semigroup (computing)

O

• Ordered exponential field (computing)
• Outline of algebraic structures (computing)

P

• Partial algebra (computing)
• Partial groupoid (computing)
• Planar ternary ring (computing)
• Pointed set (computing)
• Pregroup (computing)
• Primitive ring (computing)
• Pseudo-ring (computing)
• Pseudocomplemented lattice (computing)
• Pseudogroup (computing)

Q

• Quantum differential calculus (computing)
• Quantum groupoid (computing)

R

• Racks and quandles (computing)
• Rational monoid (computing)
• Regular semigroup (computing)
• Ring (mathematics) (computing)
• Rng (algebra) (computing)

S

• Semifield (computing)
• Semigroup (computing)
• Semigroup with involution (computing)
• Semigroup with three elements (computing)
• Semigroup with two elements (computing)
• Semigroupoid (computing)
• Semilattice (computing)
• Semimodule (computing)
• Semiprimitive ring (computing)
• Semiring (computing)
• Simplicial commutative ring (computing)
• Special classes of semigroups (computing)
• Symmetric inverse semigroup (computing)

T

• Torsion-free abelian group (computing)
• Trivial semigroup (computing)

U

• U-semigroup (computing)

V

• Variety of finite semigroups (computing)