Category:Definitions/Algebraic Structures
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This category contains definitions related to Algebraic Structures.
Related results can be found in Category:Algebraic Structures.
An algebraic structure with $n$ operations is an ordered tuple:
- $\struct {S, \circ_1, \circ_2, \ldots, \circ_n}$
where:
- $S$ is a set
- $\circ_1, \circ_2, \ldots, \circ_n$ are $n$ binary operations which are defined on all the elements of $S \times S$.
Subcategories
This category has the following 11 subcategories, out of 11 total.
B
- Definitions/B-Algebras (3 P)
E
G
I
M
P
- Definitions/Parastrophes (5 P)
- Definitions/Power Structures (1 P)
Q
- Definitions/Quasigroups (5 P)
S
Pages in category "Definitions/Algebraic Structures"
The following 23 pages are in this category, out of 23 total.
A
- Definition:Algebraic Structure
- Definition:Algebraic Structure with One Operation
- Definition:Algebraic Structure with Two Operations
- Definition:Algebraic Structure/Also known as
- Definition:Algebraic Structure/One Operation
- Definition:Algebraic Structure/Two Operations
- Definition:Associative Algebraic Structure