1
Q
Define a cover
A
2
Q
Define compactness
A
3
Q
Give compactness in terms of basis
A
4
Q
Give the relationship between continuity and compactness
A
5
Q
A closed subset of a compact space is?
A
6
Q
A compact subset of a Hausdorff space is
A
7
Q
When is a map between a compact space and a Hausdorff space a homeomorphism
A
8
Q
Are product spaces compact?
A
9
Q
State Heine Borel
A
10
Q
Does a cts map from X to R obtain its max?
A
11
Q
State Bolzano Weierstrass
A
Topology
flashcards
Decks in class (12)
# Cards
-
Metrics10
-
Topological Spaces9
-
Limits, Bases, and Products16
-
Connectedness9
-
Compactness11
-
Quotient Topologies7
-
Topological Groups10
-
Simplicial Complexes7
-
Surfaces13
-
Homotopy and the Fundamental Group23
-
Computing the Fundamental Group9
-
Euler Characteristics and the Classification of Closed Surfaces17
