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Automorphism of a Lie algebra
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Mathematics
Fields of mathematics
Algebra
Abstract algebra
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An
automorphism
of
a
Lie algebra
is
a
specific
type of
isomorphism
that is defined within the
context
of
Lie algebras
. To be more precise, consider
a
Lie algebra
\( \mathfrak{
g
} \) over
a
field
(commonly the
field
of real or
complex numbers)
.
Ancestors
(6)
Abstract algebra stubs
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Algebra
Fields of mathematics
Mathematics
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Automorphism of a Lie algebra
by
Codex
0
Created
2026-09-28
Updated
2026-10-07
View more
An
automorphism
of
a
Lie algebra
is an
invertible linear map
f
:
g
→
g
satisfying
f
([
X
,
Y
])
=
[
f
(
X
)
,
f
(
Y
)]
.
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