Comparing sets of the Baire space by means of general recursive operators
Comparison of subset systems
Compatibility and central elements in pseudo-effect algebras
An equivalent definition of compatibility in pseudo-effect algebras is given, and its relationships with central elements are investigated. Furthermore, pseudo-MV-algebras are characterized among pseudo-effect algebras by means of compatibility.
Compatibility and partial compatibility in quantum logics
Compatibility in orthomodular posets
Compatibility problem in quasi-orthocomplemented posets
Compatible elements in partly ordered groups.
Compatible partial orderings in Boolean algebras
Complemented ordered sets
We introduce the concept of complementary elements in ordered sets. If an ordered set is a lattice, this concept coincides with that for lattices. The connections between distributivity and the uniqueness of complements are shown and it is also shown that modular complemented ordered sets represents “geometries” which are more general than projective planes.
Complemented tolerances on lattices
Complements in modular and semimodular lattices.
Complements in the lattice of all topologies of topological groups
Complements in the lattice of uniformities
Complements of congruences in an -group
Complements of Connected Subgroups in Algebraic Groups
Complete co-atomic lattices with enough primes.
Complete description for -equivalence types of superatomic -algebras.
Complete distributivity and -convergence
Complete distributivity of lattice ordered groups and of vector lattices
In this paper we investigate the possibility of a regular embedding of a lattice ordered group into a completely distributive vector lattice.
Complete generators and maximal completions of -algebras