Complete permutability of partitions in a set. I
Complete prime ideals of Boolean rings
Complete retract mappings of a complete lattice ordered group
Complete subobjects of fuzzy sets over -algebras
A subobjects structure of the category - of -fuzzy sets over a complete -algebra is investigated, where an -fuzzy set is a pair such that is a set and is a special map. Special subobjects (called complete) of an -fuzzy set which can be identified with some characteristic morphisms are then investigated. It is proved that some truth-valued morphisms , are characteristic morphisms of complete subobjects.
Completely distributive latices
Completely meet-irreducible tolerances in distributive Noetherian lattices
Completely normal locales
Completely subdirect products of directed sets
This paper deals with directly indecomposable direct factors of a directed set.
Completeness and continuity of lattice-seminorms
Completeness and modular cross-symmetry in normed linear spaces
Completeness in semi-local ideal lattices
Completeness properties of function rings in pointfree topology
This note establishes that the familiar internal characterizations of the Tychonoff spaces whose rings of continuous real-valued functions are complete, or -complete, as lattice ordered rings already hold in the larger setting of pointfree topology. In addition, we prove the corresponding results for rings of integer-valued functions.
Completion of a class of topological semilattices, applications. (Complétion d'une classe de demi-treillis topologiques, applications.)
Completion of a cyclically ordered group
Completion of a half linearly cyclically ordered group
The notion of a half lc-group G is a generalization of the notion of a half linearly ordered group. A completion of G by means of Dedekind cuts in linearly ordered sets and applying Świerczkowski's representation theorem of lc-groups is constructed and studied.
Completion of partially ordered sets
The paper considers a generalization of the standard completion of a partially ordered set through the collection of all its lower sets.
Completions and closures of cyclically ordered groups
Completions for partially ordered semigroups.
Completions of lattice ordered groups
Complex calculus of variations
In this article, we present a detailed study of the complex calculus of variations introduced in [M. Gondran: Calcul des variations complexe et solutions explicites d’équations d’Hamilton–Jacobi complexes. C.R. Acad. Sci., Paris 2001, t. 332, série I]. This calculus is analogous to the conventional calculus of variations, but is applied here to functions in . It is based on new concepts involving the minimum and convexity of a complex function. Such an approach allows us to propose explicit solutions...