# 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 27 subcategories, out of 27 total.

### A

### B

- Bottom of Lattice (1 P)
- Brouwerian Lattices (9 P)

### C

- Continuous Lattices (42 P)

### D

### E

### H

- Heyting Algebras (2 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.