Category:Incidence geometry
 | Computing portal |
Here is a list of articles in the Incidence geometry category of the Computing portal that unifies foundations of mathematics and computations using computers.
 |
Wikimedia Commons has media related to Incidence geometry. |
Incidence geometry is one of the most abstract geometric structure in which only the irreflexive relation of incidence is considered.
Subcategories
This category has only the following subcategory.
C
Pages in category "Incidence geometry"
The following 36 pages are in this category, out of 36 total.
- Incidence geometry (computing)
A
- Abstract polytope (computing)
- Affine plane (incidence geometry) (computing)
- Arc (projective geometry) (computing)
B
- Bézout's theorem (computing)
- Buekenhout geometry (computing)
C
- Collinearity (computing)
- Concyclic points (computing)
D
- De Bruijn–Erdős theorem (incidence geometry) (computing)
F
- Fano plane (computing)
- Flag (geometry) (computing)
G
- Generalized polygon (computing)
- Generalized quadrangle (computing)
I
- Incidence structure (computing)
- Intersection theorem (computing)
L
- Lie sphere geometry (computing)
- Linear space (geometry) (computing)
- Loomis–Whitney inequality (computing)
M
- Metasymplectic space (computing)
- Bundle theorem (computing)
- Möbius plane (computing)
- Moufang polygon (computing)
- Moulton plane (computing)
N
- Near polygon (computing)
O
- Oval (projective plane) (computing)
- Ovoid (polar space) (computing)
- Ovoid (projective geometry) (computing)
P
- Partial geometry (computing)
- PG(3,2) (computing)
- Problem of Apollonius (computing)
- Projective plane (computing)
Q
- Qvist's theorem (computing)
S
- Segre's theorem (computing)
- Similarity system of triangles (computing)
T
- Ternary equivalence relation (computing)
U
- Unital (geometry) (computing)
Mathematics
Organizations
Books
About