Game properties of Boolean algebras
Gelfand theorem implies Stone representation theorem of Boolean rings.
Generalizations of Boolean algebras. An attribute exploration
Generalized free products
A subalgebra B of the direct product of Boolean algebras is finitely closed if it contains along with any element f any other member of the product differing at most at finitely many places from f. Given such a B, let B* be the set of all members of B which are nonzero at each coordinate. The generalized free product corresponding to B is the subalgebra of the regular open algebra with the poset topology on B* generated by the natural basic open sets. Properties of this product are developed....
Generalized join-hemimorphisms on Boolean algebras.
Generalized periodic and generalized Boolean rings.
Generating subsets of distributive lattices.
Generators of the Boolean algebra of regular open sets in linear metric spaces
Geometric and higher order logic in terms of abstract Stone duality.
Gruppoide und boolesche Strukturen