Boolean differential operators
We consider four combinatorial interpretations for the algebra of Boolean differential operators and construct, for each interpretation, a matrix representation for the algebra of Boolean differential operators.
Boolean embeddings and hidden variables
Boolean functions represented by random formulas
Boolean Galois theories.
Boolean games – Classifying strategies and omitting cardinality assumptions
Boolean graphs
Boolean groupoids
Boolean matrices, subalgebras and automorphisms of complete Boolean algebras
Boolean orthoposets---concreteness and orthocompleteness
Boolean part of BL-algebras
Boolean Rings of Sets Describing their Own Stone Representation
Boolean Rings that are Baire Spaces
∗ The present article was originally submitted for the second volume of Murcia Seminar on Functional Analysis (1989). Unfortunately it has been not possible to continue with Murcia Seminar publication anymore. For historical reasons the present vesion correspond with the original one.Weak completeness properties of Boolean rings are related to the property of being a Baire space (when suitably topologised) and to renorming properties of the Banach spaces of continuous functions on the corresponding...
Boolean semigroup rings and exponentials of compact zero-dimensional spaces
Boolean semirings
Boolean structure of triangular norms.
In this note results obtained by S.Ray (1997) on representation of a Boolean algebra by its triangular norms are generalized.
Boolean transformations with unique fixed points
Booleanization
Booleanization of uniform frames
Booleanization of frames or uniform frames, which is not functorial under the basic choice of morphisms, becomes functorial in the categories with weakly open homomorphisms or weakly open uniform homomorphisms. Then, the construction becomes a reflection. In the uniform case, moreover, it also has a left adjoint. In connection with this, certain dual equivalences concerning uniform spaces and uniform frames arise.
Booloïdes
Bound graph polysemy.