Definition. Stable pullback-homomorphism [mde-9S6O]
Definition. Stable pullback-homomorphism [mde-9S6O]
A morphism \(f\) of \(T\)-algebras is a stable pullback-homomorphism if and only if every pullback of \(f\) is a pullback-homomorphism.
A morphism \(f\) of \(T\)-algebras is a stable pullback-homomorphism if and only if every pullback of \(f\) is a pullback-homomorphism.