Linear mappings/Commuting/Definition
< Linear mappings < Commuting
Commuting endomorphisms
We say that
linear mappings
φ
,
ψ
:
V
⟶
V
{\displaystyle \varphi ,\psi \colon V\longrightarrow V}
on a
K
{\displaystyle {}K}
-
vector space
commute
if
ψ
∘
φ
=
φ
∘
ψ
{\displaystyle {}\psi \circ \varphi =\varphi \circ \psi \,}
holds.