On the conjugacy of boolean algebras and MV-algebras

Rok, strany: 2003, 231 - 236

The well-known Halmos–von Neumann theorem states that any non-atomic, separable probability Boolean algebra is conjugated to the Lebesgue measure algebra of the real unit interval. Recently an analogue to the theorem has been proved for MV-algebras and the family of Lebesgue integrable functions from the unit interval into itself. In the paper there is proved that the Boolean algebra conjugacy theorem follows from the MV-algebra conjugacy theorem.

ISO 690:

Riečan, B. 2003. On the conjugacy of boolean algebras and MV-algebras. In Tatra Mountains Mathematical Publications, vol. 27, no.3, pp. 231-236. 1210-3195.

APA:

Riečan, B. (2003). On the conjugacy of boolean algebras and MV-algebras. Tatra Mountains Mathematical Publications, 27(3), 231-236. 1210-3195.