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Hatcher-Algebraic-Topology
· Problem 3.1.2
Cohomology
Mathematics — Graph Theory · ext-multiplication-by-n
Problem
Show that the maps
G
→
n
G
G \xrightarrow{n} G
G
n
G
and
H
→
n
H
H \xrightarrow{n} H
H
n
H
multiplying each element by the integer
n
n
n
induce multiplication by
n
n
n
in
E
x
t
(
H
,
G
)
\mathrm{Ext}(H, G)
Ext
(
H
,
G
)
.
Related theory
Multiplication Of Vectors By Real Numbers
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