Category:Topology Information
https://en.wikipedia.org/wiki/Category:Topology
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In mathematics, topology is a branch of geometry concerned with the study of topological spaces. The term topology is also used for a set of open sets used to define topological spaces. See the topology glossary for common terms and their definition. Properties of general topological spaces (as opposed to manifolds) are discussed in general topology.
Subcategories
This category has the following 25 subcategories, out of 25 total.
A
C
D
F
G
H
L
M
N
O
S
T
U
Σ
Pages in category "Topology"
The following 200 pages are in this category, out of approximately 265 total. This list may not reflect recent changes ( learn more).
(previous page) ( next page)A
B
C
- Caliber (mathematics)
- Cauchy sequence
- Cellular space
- Chirality (mathematics)
- Chu space
- Circuit topology
- Clutching construction
- Coarse structure
- Coincidence point
- Collectionwise Hausdorff space
- Combining dimensions
- Compact complement topology
- Compact space
- Complementarity theory
- Condensation point
- Cone (topology)
- Configuration space (mathematics)
- Constructible set (topology)
- Constructible topology
- Contractible space
- Cool S
- Corona set
- Cosmic space
- Cover (topology)
- Covering number
- Cross-cap
- Crumpling
- Cubical set
- Curve
- Curve complex
D
- D-space
- De Groot dual
- Delta set
- Dense-in-itself
- Derivative algebra (abstract algebra)
- Derived scheme
- Descent (mathematics)
- Descent along torsors
- Desuspension
- DF-space
- Dieudonné plank
- Direct sum of topological groups
- Discrete space
- Dispersion point
- Distortion (mathematics)
- Domain (mathematical analysis)
- Double tangent bundle
- Double vector bundle
- Duality theory for distributive lattices
E
F
H
I
K
L
M
N
P
- Pachner moves
- Pair of pants (mathematics)
- Pairwise Stone space
- Partition of unity
- Path (topology)
- Penrose triangle
- Perfect set
- Periodic table of topological invariants
- Plateau (mathematics)
- Poincaré–Miranda theorem
- Pointed space
- Polytopological space
- Priestley space
- Principal geodesic analysis
- Principle of permanence
- Prosolvable group
- Pseudonormal space
- Pushforward (homology)
- Pytkeev space