an:04143016
Zbl 0697.54021
Balcar, Bohuslav; B??aszczyk, Aleksander
On minimal dynamical systems on Boolean algebras
EN
Commentat. Math. Univ. Carol. 31, No. 1, 7-11 (1990).
00173720
1990
j
54H20 06E05
minimal dynamical system; free generators; complete Boolean algebra
Summary: Let B be an infinite complete Boolean algebra which admits a countable family H of automorphisms such that the dynamical system (B,H) is minimal. Then B is isomorphic to the completion of the free Boolean algebra of size \(\pi\) (B).