Selection from Upper Semi-Continuous Compact-Valued Mappings.
Selections on -spaces
We show that if is an uncountable AD (almost disjoint) family of subsets of then the space does not admit a continuous selection; moreover, if is maximal then does not even admit a continuous selection on pairs, answering thus questions of T. Nogura.
Selectivity of almost disjoint families
Self-dual binary and ternary connectives for m-valued propositional calculi.
Selfgenerating sequences and different types of computational devices [Abstract of thesis]
Selivanovski hard sets are hard
Let . For n ≥ 2, we prove that if Selivanovski measurable functions from to Z give as preimages of H all Σₙ¹ subsets of , then so do continuous injections.
Semantic analysis of topic and focus
Semantic evaluation of prognostic statements on the base of probabilistic parameters
Semantics based on states of affairs
Semantics for some intermediate logics.
Sémantika otázky v problémové situaci
Sémantique catégorique des constructeurs de types d'ordre supérieur
Sémantique catégorique des types : comprendre le système F
Sémantique formelle des opérateurs d'un langage de listes
Semi-Boolean algebras and their applications to intuitionistic logic with dual operations
Semicopulas: characterizations and applicability
We characterize some bivariate semicopulas and, among them, the semicopulas satisfying a Lipschitz condition. In particular, the characterization of harmonic semicopulas allows us to introduce a new concept of depedence between two random variables. The notion of multivariate semicopula is given and two applications in the theory of fuzzy measures and stochastic processes are given.
Semigroup actions on intuitionistic fuzzy 2-metric spaces.
Semi-monotone sets
A coordinate cone in is an intersection of some coordinate hyperplanes and open coordinate half-spaces. A semi-monotone set is an open bounded subset of , definable in an o-minimal structure over the reals, such that its intersection with any translation of any coordinate cone is connected. This notion can be viewed as a generalization of convexity. Semi-monotone sets have a number of interesting geometric and combinatorial properties. The main result of the paper is that every semi-monotone...
Semiobservables on quantum logics
Semiproper ideals
We say that an ideal I on is semiproper if the corresponding poset is semiproper. In this paper we investigate properties of semiproper ideals on .