Noetherian and Artinian ordered groupoids -- semigroups.
Noetherian and Artinian pseudo MV-algebras
The notions of Noetherian pseudo MV-algebras and Artinian pseudo MV-algebras are introduced and their characterizations are established. Characterizations of them via fuzzy ideals are also given.
Noetherian lattice modules and semi-local completions
Nonaccessible filters in measure algebras and functionals on
Nonatomic states
Noncommutative extensions of the Fourier transform and its logarithm
We introduce noncommutative extensions of the Fourier transform of probability measures and its logarithm to the algebra (S) of complex-valued functions on the free semigroup S = FS(z,w) on two generators. First, to given probability measures μ, ν with all moments finite, we associate states μ̂, ν̂ on the unital free *-bialgebra (ℬ,ε,Δ) on two self-adjoint generators X,X’ and a projection P. Then we introduce and study cumulants which are additive under the convolution μ̂* ν̂ = μ̂ ⊗ ν̂ ∘ Δ when...
Nonexistence of nonmolecular generic sets.
Nonisomorphic thin-tall superatomic Boolean algebras
Non-modular and non-distributive primitive ordered subsets of lattices
Non-modular congruence lattices of Rees matrix semigroups
Non-provability of Souslin's hypothesis
Non-singular covers over ordered monoid rings
Let be a multiplicative monoid. If is a non-singular ring such that the class of all non-singular -modules is a cover class, then the class of all non-singular -modules is a cover class. These two conditions are equivalent whenever is a well-ordered cancellative monoid such that for all elements with there is such that . For a totally ordered cancellative monoid the equalities and hold, being Goldie’s torsion theory.
Nonstandard implication algebras
Nonsupercompactness and the reduced measure algebra
Non-transitive generalizations of subdirect products of linearly ordered rings
Weakly associative lattice rings (wal-rings) are non-transitive generalizations of lattice ordered rings (l-rings). As is known, the class of l-rings which are subdirect products of linearly ordered rings (i.e. the class of f-rings) plays an important role in the theory of l-rings. In the paper, the classes of wal-rings representable as subdirect products of to-rings and ao-rings (both being non-transitive generalizations of the class of f-rings) are characterized and the class of wal-rings having...
Normal autometrized lattice ordered algebras
Normal characterizations of lattices.
Normal Fitting Classes and the Lockett Ordering.
Normal lattices and coseparation of lattices.
Normal prime filters of a lattice ordered group