Category:Lattice Theory
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This category contains results about Lattice Theory.
Definitions specific to this category can be found in Definitions/Lattice Theory.
Lattice theory is the branch of abstract algebra concerned with the structure and properties of lattices in the specific context of order theory.
Subcategories
This category has the following 26 subcategories, out of 26 total.
A
B
- Bottom of Lattice (1 P)
- Brouwerian Lattices (9 P)
C
- Continuous Lattices (42 P)
D
E
H
- Heyting Algebras (1 P)
J
- Join Operation (5 P)
- Join Semilattice Ideals (empty)
L
- Lattice Filters (1 P)
- Lattice Homomorphisms (2 P)
- Lattice Ideals (1 P)
M
- Meet Operation (5 P)
- Meet Semilattice Filters (empty)
- Meet-Continuous Lattices (15 P)
P
- Pseudocomplemented Lattices (1 P)
S
- Sublattices (1 P)
T
- Top of Lattice (1 P)
Pages in category "Lattice Theory"
The following 26 pages are in this category, out of 26 total.