Topology (subject)
From Maths
Jump to:
navigation
,
search
(Unknown grade)
This page is a stub
This page is a stub, so it contains little or minimal information and is on a
to-do list
for being expanded.
Theorems
Topology theorems
v
•
d
•
e
Topology
Overview of the structures studied in
topology
Primitives
topological space
,
open set
,
neighbourhood
Global properties of topological spaces
Compactness
,
Connectedness
(
Path-Connectedness
),
Hausdorff-ness
Local properties of topological spaces
Constructs
product
(see also
box
,
difference between
),
subspace
(
AKA
:
induced
),
quotient
,
disjoint union
,
adjunction
,
cone over a topological space
Subtypes of topological spaces
inner product spaces
[ilmath]\subset[/ilmath]
normed spaces
[ilmath]\subset[/ilmath]
metric spaces
[ilmath]\subset[/ilmath]
topological spaces
Maps between topological spaces
Continuous map
(
AKA
:
topological homomorphism)
,
topological homeomorphism
v
•
d
•
e
Metric spaces
Overview of the basic and important concepts of
metric spaces
Categories
:
Stub pages
Subjects
Hidden category:
Stub pages of unknown grade
Navigation menu
Views
Page
Discussion
View source
History
Personal tools
Log in
Navigation
Main page
Recent changes
Random page
Help
Search
Tools
What links here
Related changes
Special pages
Printable version
Permanent link
Page information