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Words: 240
Articles: 8
A homotopy between maps
f
,
g
:
Y
→
X
is a continuous map
H
:
Y
×
[
0
,
1
]
→
X
with
H
(
y
,
0
)
=
f
(
y
)
and
H
(
y
,
1
)
=
g
(
y
)
.
Table of contents
240
8
Null-homotopic map
Homotopy
42
1
Extension-null-homotopy criterion for a sphere
Null-homotopic map
30
Contractible space
Homotopy
22
Homotopy equivalence
Homotopy
32
Retract
Homotopy
54
1
Retract of a contractible space
Retract
30
Homotopy extension property
Homotopy
73
1
Collapsing a contractible cofibration
Homotopy extension property
44
Ancestors
(5)
Algebraic topology
Geometry and topology
Area of mathematics
Mathematics
Home
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(4)
Solution
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Solution
Solution