Category:Conjugations on Algebras
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This category contains results about Conjugations on Algebras.
Definitions specific to this category can be found in Definitions/Conjugations on Algebras.
Let $A = \struct {A_F, \oplus}$ be an algebra over a field $F$.
Let $C: A_F \to A_F$ be a mapping such that:
- $\forall a \in A: \map C {\map C a} = a$
- $\forall a, b \in A: \map C {a \oplus b} = \map C b \oplus \map C a$
Then $C$ is called a conjugation on $A$.
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